Academic literature on the topic 'Intuitive Logic'

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Journal articles on the topic "Intuitive Logic"

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Zhakhina, T. S. "Correlation of logical and intuitive knowledge in cognition." BULLETIN of the L.N. Gumilyov Eurasian National University. Historical sciences. Philosophy. Religion Series 133, no. 4 (2020): 71–76. http://dx.doi.org/10.32523/2616-7255-2020-133-4-71-76.

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The article examines the philosophical problems of classical logic and intuition, which is a necessary tool for the cognitive process. The role and significance of logic in the history of philosophy, the relationship between logic and intuition, their role in cognitive activity. The significance, role and stages of creativity in the aspect of modern problems of cognition, as well as the relationship between creativity and intuition are considered. The insufficiency of discursive thinking in scientific problems is proved, and intuitive thinking is considered as heuristic knowledge that generates new ideas. The analysis of definitions of intuition by philosophers in the history of epistemology is carried out. The classification of intellectual intuition is given. Logic and intuition are considered not as antipodes, but as forms of thinking closely related and complementary to each other.
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Egorov, Igor K. "Neural logic molecular, counter-intuitive." Biomolecular Engineering 24, no. 3 (2007): 293–99. http://dx.doi.org/10.1016/j.bioeng.2007.04.002.

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Ganea, Mihai. "Finitistic Arithmetic and Classical Logic†." Philosophia Mathematica 22, no. 2 (2014): 167–97. http://dx.doi.org/10.1093/philmat/nkt042.

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Abstract It can be argued that only the equational theories of some sub-elementary function algebras are finitistic or intuitive according to a certain interpretation of Hilbert's conception of intuition. The purpose of this paper is to investigate the relation of those restricted forms of equational reasoning to classical quantifier logic in arithmetic. The conclusion reached is that Edward Nelson's ‘predicative arithmetic’ program, which makes essential use of classical quantifier logic, cannot be justified finitistically and thus requires a different philosophical foundation, possibly as a restricted form of logicism.
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Cantwell, John. "Logics of belief change without linearity." Journal of Symbolic Logic 65, no. 4 (2000): 1556–75. http://dx.doi.org/10.2307/2695064.

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AbstractEver since [4]. systems of spheres have been considered to give an intuitive and elegant way to give a semantics for logics of theory- or belief- change. Several authors [5, 11] have considered giving up the rather strong assumption that systems of spheres be linearly ordered by inclusion. These more general structures are calledhypertheoriesafter [8]. It is shown that none of the proposed logics induced by these weaker structures are compact and thus cannot be given a strongly complete axiomatization in a finitary logic. Complete infinitary axiomatizations are given for several intuitive logics based on hypertheories that are not linearly ordered by inclusion.
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Fossa, John Andrew. "Aspectos da Lógica de Leonhard Euler/Aspects of Leonhard Euler´s Logic." Pensando - Revista de Filosofia 6, no. 12 (2015): 214. http://dx.doi.org/10.26694/pensando.v6i12.3182.

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Investigamos a lógica de Leonhard Euler com ênfase no papel dos “diagramas de Euler”. Concluímos que os referidos diagramas constituem um instrumento intuitivo, embora não sistemático, para determinar validade na silogística tradicional, isto é, a silogística munida de implicações conversacionais (importância existencial). Nisto, contrastam-se com os diagramas de Venn que constituem um instrumento sistemático, porém menos intuitivo, para determinar validade numa silogística mais voltada para os fundamentos da matemática moderna.Abstract: We investigate the logic of Leonhard Euler, giving emphasis to the role of “Euler diagrams”. We conclude that these diagrams are an intuitive, non-systematic instrument for determining validity in the traditional syllogistic, that is, the syllogistic furnished with conversational implications (existential import). In this regard, they contrast with Venn diagrams which are a systematic, less intuitive instrument for determining validity in a syllogistic more appropriate for the foundation of modern mathematics. Keywords: History of Logic. Leonhard Euler. Euler Diagrams. Venn Diagrams.
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Khotinets, Vera Yuryevna, and Yulia Raisovna Sabrekova. "ETHNOCULTURAL PREFERENCES OF LOGIC AND INTUITIVE THINKING." Yearbook of Finno-Ugric Studies 14, no. 4 (2020): 745–53. http://dx.doi.org/10.35634/2224-9443-2020-14-4-745-753.

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The paper analyzes the results of an experimental study of the preferences of logical and intuitive thinking of Udmurt and Russian students (a total of 121 people). In logical thinking, an object is selected from its context and assigned to categories based on necessary and sufficient functions, with the preferred use of rules, including rules of formal logic. Intuitive thinking based on life experience is characterized by integrity and contextuality with a dialectical resolution of obvious contradictions. The research program, developed on the basis of a conceptual categorization model, consisted of a training phase and an experiment phase. In the computer program, categorization “by rule” was performed by determining how much a new object satisfies a rule that defines categories by their necessary and sufficient characteristics; categorization “by pattern” - by similarity of the new object with existing samples. The experiment created a cognitive conflict between thought strategies. The experiment results show that Russian students prefer to classify objects “by rule” in case of positive and negative matches of characteristics, while Udmurt students prefer “by pattern” There were no significant cross-cultural differences between negative match indicators, when the images “according to the rule” were very similar to the training sample from the opposite category. The explanation of the obtained data was carried out in comparison with the “world pictures”, with their cognitive content about the ways of cognition of the surrounding world, embodied in the traditional values of peoples.
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Carson, Tom. "Hare on utilitarianism and intuitive morality." Erkenntnis 39, no. 3 (1993): 305–31. http://dx.doi.org/10.1007/bf01128506.

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Schaffner, Kenneth. "Discovery in biomedical sciences: Logic or intuitive genius?" Creativity Research Journal 7, no. 3-4 (1994): 351–63. http://dx.doi.org/10.1080/10400419409534539.

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Bollhagen, Andrew. "Hempel’s Raven Revisited." Journal of Philosophy 118, no. 3 (2021): 113–37. http://dx.doi.org/10.5840/jphil2021118310.

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The paper takes a novel approach to a classic problem—Hempel’s Raven Paradox. A standard approach to it supposes the solution to consist in bringing our inductive logic into “reflective equilibrium” with our intuitive judgements about which inductive inferences we should license. This approach leaves the intuitions as a kind of black box and takes it on faith that, whatever the structure of the intuitions inside that box might be, it is one for which we can construct an isomorphic formal edifice, a system of inductive logic. By popping open the box we can see whether that faith is misplaced. I aim, therefore, to characterize our pre-theoretical, intuitive understanding of generalizations like “ravens are black” and argue that, intuitively, we take them to mean, for instance: “ravens are black by some indeterminate yet characteristic means.” I motivate and explicate this formulation and bring it to bear on Hempel’s Problem.
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Oaksford, Mike. "Quantum probability, intuition, and human rationality." Behavioral and Brain Sciences 36, no. 3 (2013): 303. http://dx.doi.org/10.1017/s0140525x12003081.

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AbstractThis comment suggests that Pothos & Busmeyer (P&B) do not provide an intuitive rational foundation for quantum probability (QP) theory to parallel standard logic and classical probability (CP) theory. In particular, the intuitive foundation for standard logic, which underpins CP, is the elimination of contradictions – that is, believing p and not-p is bad. Quantum logic, which underpins QP, explicitly denies non-contradiction, which seems deeply counterintuitive for the macroscopic world about which people must reason. I propose a possible resolution in situation theory.
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Dissertations / Theses on the topic "Intuitive Logic"

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Howarth, Stephanie. "Believe it or not : examining the case for intuitive logic and effortful beliefs." Thesis, University of Plymouth, 2015. http://hdl.handle.net/10026.1/3322.

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The overall objective of this thesis was to test the Default Interventionist (DI) account of belief-bias in human reasoning using the novel methodology introduced by Handley, Newstead & Trippas (2011). DI accounts focus on how our prior beliefs are the intuitive output that bias our reasoning process (Evans, 2006), whilst judgments based on logical validity require effortful processing. However, recent research has suggested that reasoning on the basis of beliefs may not be as fast and automatic as previous accounts claim. In order to investigate whether belief based judgments are resource demanding we instructed participants to reason on the basis of both the validity and believability of a conclusion whilst simultaneously engaging in a secondary task (Experiment 1 - 5). We used both a within and between subjects design (Experiment 5) examining both simple and complex arguments (Experiment 4 – 9). We also analysed the effect of incorporating additional instructional conditions (Experiment 7 – 9) and tested the relationships between various individual differences (ID) measures under belief and logic instruction (Experiment 4, 5, 7, 8, & 9). In line with Handley et al.’s findings we found that belief based judgments were more prone to error and that the logical structure of a problem interfered with judging the believability of its conclusion, contrary to the DI account of reasoning. However, logical outputs sometimes took longer to complete and were more affected by random number generation (RNG) (Experiment 5). To reconcile these findings we examined the role of Working Memory (WM) and Inhibition in Experiments 7 – 9 and found, contrary to Experiment 5, belief judgments were more demanding of executive resources and correlated with ID measures of WM and inhibition. Given that belief based judgments resulted in more errors and were more impacted on by the validity of an argument the behavioural data does not fit with the DI account of reasoning. Consequently, we propose that there are two routes to a logical solution and present an alternative Parallel Competitive model to explain the data. We conjecture that when instructed to reason on the basis of belief an automatic logical output completes and provides the reasoner with an intuitive logical cue which requires inhibiting in order for the belief based response to be generated. This creates a Type 1/Type 2 conflict, explaining the impact of logic on belief based judgments. When explicitly instructed to reason logically, it takes deliberate Type 2 processing to arrive at the logical solution. The engagement in Type 2 processing in order to produce an explicit logical output is impacted on by demanding secondary tasks (RNG) and any task that interferes with the integration of premise information (Experiments 8 and 9) leading to increased latencies. However the relatively simple nature of the problems means that accuracy is less affected. We conclude that the type of instructions provided along with the complexity of the problem and the inhibitory demands of the task all play key roles in determining the difficulty and time course of logical and belief based responses.
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Hašková, Simona. "Managerial calculations from the viewpoint of logic, analysis microeconomics and other theoretical disciplines." Doctoral thesis, Vysoká škola ekonomická v Praze, 2014. http://www.nusl.cz/ntk/nusl-200217.

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It is no secret that 'managerial' solutions are not, on average, nearly as reliable as 'technical' solutions. The focus of this work is to clarify the reasons why this is so, and to seek ways to increase the reliability of managerial solutions. The causes of this situation are both subjective (human factor failure), which can be influenced, and objective (complexity of the problem, the specifics of human behaviour, etc.) that can be only minimally influenced. Significant subjective causes at work were identified as: a. cognitive distortions at the mental level of thinking of the problem solvers; b. deficiencies in making inference and drawing conclusions; c. incorrect argumentation. There are two ways to reduce these causes: 1. cultivation of managerial thinking of the problem solvers; 2. the use of reserves in the implementation of approaches and tools of theoretical disciplines that already operate successfully elsewhere and are beneficial for managerial solutions. The first way deals with procedures for managerial solutions formulated in the language of the relevant discipline (the language of management), expressed by natural language and the chain of formulas (calculations) and visual (graphic) tools in the form of managerial decision trees, diagrams and charts with the rules of 'managerial logic'. This is generally defined as a set of approaches, tools, methods and skills needed for credible justification when solving managerial problems. Specifically it deals with: - the 'case-based reasoning' approach, which aims at finding the best point of view on a given problem and analysing all considered aspects within its context step-by-step in detail; - translating the tools and methods of modern logic (especially its intuitionistic version) from the language of logic into the language of management taking into account the factual content of expressive means of the language of management including the ability of their effective application; - respecting the principles of rational and ethical argumentation within managerial solutions. The second way circumvents managerial solution procedures by recasting the managerial task to the task of a scientific discipline (logic, game theory, etc.) and derives the correct result therein. In this context we talk about the use of knowledge of theoretical disciplines in management. Both of these ways are demonstrated in the work in a number of illustrative examples and the annexed case studies addressing the specific tasks of managerial practice.
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Lindman, Phillip A. (Phillip Anthony). "Intuition versus Formalization: Some Implications of Incompleteness on Mathematical Thought." Thesis, University of North Texas, 1994. https://digital.library.unt.edu/ark:/67531/metadc277970/.

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This paper describes the tension between intuition about number theory and attempts to formalize it. I will first examine the root of the dilemma, Godel's First Incompleteness Theorem, which demonstrates that in any reasonable formalization of number theory, there will be independent statements. After proving the theorem, I consider some of its consequences on intuition, focusing on Freiling's "Dart Experiment" which is based on our usual notion of the real numbers as a line. This experiment gives an apparent refutation of the Axiom of Choice and the Continuum Hypothesis; however, it also leads to an equally apparent paradox. I conclude that such paradoxes are inevitable as the formalization of mathematics takes us further from our initial intuitions.
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Bago, Bence. "Testing the corrective assumption of dual process theory in reasoning Fast logic?: Examining the time course assumption of dual process theory The smart system 1: Evidence for the intuitive nature of correct responding in the bat-and-ball problem Advancing the specification of dual process models of higher cognition: a critical test of the hybrid dual process model Fast and Slow Thinking: Electrophysilogical Evidence for early conflict sensitivity The intuitive greater good: Testing the corrective dual process model of moral cognition The rise and fall of conflicting intuitions during reasoning." Thesis, Sorbonne Paris Cité, 2018. http://www.theses.fr/2018USPCB022.

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Dans le champ du raisonnement, les théories du double processus sont largement reconnues comme expliquant différents phénomènes, tels que les biais décisionnels et le raisonnement moral ou coopératif. Ces théories conçoivent le mode de pensée de l'homme comme une interaction entre un système rapide, automatique et intuitif (Système 1) et un système plus lent et contrôlé (Système 2). Le point de vue dominant sur les double processus et le modèle default-interventionist qui suppose l'existence d'une interaction sérielle entre ces systèmes. Ainsi, quand quelqu'un est affronté à un problème de raisonnement, la réponse de Système 1 se forme initialement. Puis, le Système 2 peut être impliqué dans le processus. Les théories du double processus dominantes postulent que les biais de raisonnement sont le résultat d'une réponse intuitive erronée du Système 1. Selon ces théories le Système 1 est capable de générer des réponses basées sur les indices « heuristiques », tels que les stéréotypes - mais il ne peut pas rendre compte des principes logico-mathématiques. Malgré la grande reconnaissante qu'elle a reçu, cette théorie contient une présomption jamais testée, notamment la présomption « corrective ». Celle-ci postule que dans les situations où les indices heuristiques sont en conflit avec les principes logico-mathématiques, le Système 2 devient obligatoirement impliqué afin de corriger la réponse erronée de Système 1 et ainsi arrive à une réponse utilisant les principes logiques. Il semble donc crucial de tester cette présomption, qui est la question centrale de cette thèse. Dans l’Étude 1, j'ai utilisé des versions modifiées du paradigme de deux réponses afin de tester la présomption corrective utilisant deux problèmes classiques du raisonnement (problèmes de taux de base et de raisonnement syllogistique). Dans ce paradigme, les participants résolvent la même tâche deux fois. D'abord, ils doivent donner une réponse très rapidement. Après, ils font face à la même tâche sans contrainte temporelle. Afin de vérifier que la première réponse est intuitive, on a employé quatre méthodes : des instructions, une charge concomitante, un temps limite de réponse, ainsi que la charge concomitante et le temps limite simultanément. La théorie du double processus prédit que les réponses logiquement correctes n'apparaissent que dans l'étape finale. A contrario, j'ai trouvé que la plupart des participants ayant donné la bonne réponse à l'étape finale l'avaient déjà donnée lors de la phase initiale. Cet effet était présent dans toutes les procédures expérimentales et dans les 2 problèmes de raisonnement. Dans l’Étude 2, j'ai testé la même présomption avec un problème de raisonnement plus difficile, le problème de la « batte-et-balle ». J'ai conduit 7 expériences avec le paradigme de deux réponses et j'ai trouvé que les personnes ayant donné la réponse correcte à la fin l'ont déjà générée lors de la réponse initiale - donc, il semblerait que les participants l'ont fait intuitivement. Ces résultats m'ont amené à réviser le cadre default-interventionist et à proposer une théorie du double processus hybride qui suppose que le Système 1 génère deux différentes réponses intuitives dont une basée sur les principes logico-mathématiques. Ces réponses possèdent une force équivoque au début - celle qui gagnera plus en force sera donnée comme la réponse initiale. J'ai testé les prédictions dérivées de ce modèle via l’Étude 3. Grâce l’Étude 4, j'ai mis au point le modèle hybride en testant les changements de force des réponses intuitives au cours du temps. Au cours de l’Étude 5, j'ai commencé à tester la possibilité de généraliser ce modèle hybride et j'ai étudié si les patterns de réponse étaient similaires lorsque les participants répondent à des dilemmes moraux. Dans l’Étude 6, j'ai utilisé l'EEG afin de retrouver les corrélats neuronaux du traitement logique précoce au cours du raisonnement<br>Dual-process theories of reasoning have become widely recognized as an explanation for various phenomena, such as thinking biases, moral or cooperative reasoning. Dual-process theory conceives human thinking as the interaction of a fast, more automatic, intuitive system (System 1) and a slower, controlled, more deliberative one (System 2). Arguably, the most dominant view on dual processes is the default-interventionist model. This posits a serial interaction between the two systems. When someone is faced with a reasoning problem, initially a System 1 intuitive response is formed. Then, afterwards, System 2 might get engaged in the process. Prominent dual-process theorists argue that reasoning bias occurs as a result of erroneous System 1 intuition. System 1 is thought to be able to generate responses based on "heuristic" cues, such as stereotypes - and cannot account for logico-mathematical principles. Despite its huge recognition, this theory comes with an untested assumption: the corrective (time-course) assumption. This posits that in cases when heuristic cues are in conflict with logico-mathematical principles, System 2 needs to engage in order to correct initially formed System 1 intuitions, and form a judgement based on logical principles. Testing this assumption is inevitably important and the central question of this thesis. In Study 1, I used four modified versions of the two-response paradigm to test the corrective assumption with two different classical reasoning problems (base rate problems, syllogistic reasoning). In this paradigm, people are presented with the same problem twice. First, they are asked to give an initial, very quick response. After, they are presented with the same problem again and asked to give a final response without any constraints. To make sure that the initial response is really intuitive, we applied four different procedures: instructions, concurrent load, response deadline and load plus deadline. Dual process theory predicts that logically correct responses appear only at the final response stage. Surprisingly, I found that the majority of people who gave the logically correct response in the final response stage already gave it form the beginning. This effect was found to be consistent among all experimental procedures and both reasoning problems. In Study 2, I tried to test the same assumption, with a different -harder- reasoning problem, the bat-and-ball problem. Interestingly, I ran 7 experiments with the two-response paradigm and consistently found that correct reasoners are often able to generate the correct response from the beginning, so-to-say, intuitively. These results forced me to revise the default-interventionist framework and propose the hybrid dual process model. This model now argues that System 1 generates two kinds of intuitive responses one of which is based on mathematico-logical principles. These responses are generated with unequal strength - the one which gains the more strength will be given as the initial response. In Study 3, I directly tested predictions derived from this model. In Study 4, I further developed the hybrid model by testing the changes in the strength of intuitive responses over time. In Study 5, I started to test the hybrid model's domain generality, and test if I find similar patterns of responses when people are faced with moral dilemmas. In Study 6, I used EEG to search for the neural correlates of early logical processing in reasoning. Overall, this thesis found evidence that forces us to revise the traditional dual process view on human reasoning
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Albrechtsen, Justin Scott. "Are intuitive responses more accurate at detecting deception than deliberate responses?" To access this resource online via ProQuest Dissertations and Theses @ UTEP, 2007. http://0-proquest.umi.com.lib.utep.edu/login?COPT=REJTPTU0YmImSU5UPTAmVkVSPTI=&clientId=2515.

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Cole, Renee Elizabeth. "Intuitive eating non-dieting approach to weight management Pilot program for Fort Drum DOD beneficiaries /." Related electronic resource: Current Research at SU : database of SU dissertations, recent titles available full text, 2006. http://proquest.umi.com/login?COPT=REJTPTU0NWQmSU5UPTAmVkVSPTI=&clientId=3739.

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Simonetta, David. "Histoire de l'idée d'intuition intellectuelle à l'âge classique (1600-1770, France et Angleterre)." Thesis, Paris 1, 2015. http://www.theses.fr/2015PA010525.

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Dans les Règles pour la direction de l’esprit, Descartes fonde sa première théorie de la science sur deux « actes de l’intellect » : intuitus et deductio. Au moment de définir le concept d’intuition, Descartes précise qu’il en fait un « usage nouveau », qui ne doit pas être confonduavec la signification courante qu’on lui a donnée dans les Écoles. L’exposition de ses premières découvertes scientifiques impliquerait donc une noétique différente de celle que lui ont enseignée ses maîtres jésuites. Reprenant un mot ancien, Descartes lui donne une signification neuve et un rôle inédit dans l’édifice de la connaissance humaine. Mais on n’a pas toujours compris le sens historique et philosophique de cette démarcation : de qui et de quoi Descartes entend-il se démarquer ? Et qu’y avait-il au juste de nouveau dans l’usage qu’il proposait ? Notre enquête propose de retracer l’histoire de cette idée d’intuition intellectuelle au cours de l’âge classique, chez les premiers lecteurs des Regulae, Malebranche, Locke, dans les entrées des dictionnaires et des encyclopédies du XVIIIe siècle,dans les nouveaux manuels de logique inspirés de Locke. Nous retraçons cette histoire jusqu’à ce que Kant, en 1770, semble y mettre le point final, en affirmant qu’il n’y a pas en l’homme de connaissance intuitive intellectuelle. Pourtant, et c’est tout le paradoxe, lorsque Kant formule ce constat d’échec, le mot même d’intuition s’est enfin, et pour la première fois,imposé dans le vocabulaire philosophique européen<br>In the Rules for the Direction of the Mind, Descartes grounds his first theory of knowledge upon two "acts of the understanding" : intuitus and deductio. When he explains what he means by intuition, he warns the reader that he intends to make a "new use" of this word, which shall not be confused with the way the "schoolmen" understood it in the past. Descartes' first scientific discoveries seem to imply a new noetic, different from the one his Jesuit masters taught him while he was a student at La Fleche. But what, exactly, was new about the way Descartes used this ancient word ? The present inquiry is an attempt to give this question an answer, and also to trace this concept of intuition through the whole early modern period; in the works of the first readers of the Regulae (Baillet, Port-Royal, Malebranche), in the theory of knowledge of John Locke, in the dictionaries, lexicons and encyclopedias of the 18th century, in the new textbooks of Logic, inspired by Locken in some theological discussions over the nature of beatific vision.Our inquiry ends in 1770 when Kant declares that there's no such thing as "intellectual intuition" in man's mind, and that the only kind of intuition man's capable of is a sensitive one. Kant seems to put an endpoint to this chapter of European philosophy. But, on the other hand, when Kant writes this sentence, the word" intuition" has fully entered the European philosophical vocabulary, for the first time with its new meaning
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Rogove, John. "Une science sans présupposés ? : intuition eidétique et structure méréologique entre réduction phénoménologique et réductionnisme logico-empiriste." Thesis, Paris 4, 2016. http://www.theses.fr/2016PA040029.

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Cette thèse cherche d’abord à confronter les prétentions respectives des méthodes phénoménologique et analytico-linguistique classiques à fournir chacune une explication de la connaissance a priori des nécessités d’essence qui soit aussi dépourvue que possible de présupposés et de pétitions de principe. Le problème précis autour duquel se noue cette confrontation est celui de la possibilité des vérités a priori matérielles. Dans un premier temps, nous proposons une lecture et une résolution méréologiques de ce problème en termes husserliens de touts composés des parties dépendantes, qui permet mieux de rendre compte des tels ensembles que la méréologie atomiste qui caractérise la plupart des ontologies formelles « analytiques » ; et nous proposons ce faisant une compréhension de la méthode d’intuition eidétique comme analyse méréologique. Dans un second temps, nous appliquons cette analyse à la méthode phénoménologique elle-même, comprenant la réduction transcendantale comme une variation méréologique sur l’a priori matériel de la corrélation qui caractérise la structure même de la relation entre l’ego et le monde, ce qui nous oblige de voir cette structure à son tour comme un tout concret intuitionnable dont les parties subjective et objective ne sont que des moments absolument dépendants, sans aucun privilège accordé au pôle sujet de cette structure. Ainsi, ce n’est qu’à la stricte condition que la phénoménologie se « désubjectivise » qu’elle puisse à la fois réfuter un certain nombre de dogmes analytiques et empiristes et fonder sa propre méthode dans une absence comparative de présupposés<br>This dissertation takes as its point of departure a polemical comparison of the respective claims of the phenomenological and classical analytic-linguistic methods to provide an account of a priori knowledge of essential or necessary truth that is as free as possible of presuppositions and circular reasoning. The precise problem around which this confrontation crystalizes is the one concerning the possibility of material a priori truths. First, we propose a mereological interpretation of and solution to this problem in the Husserlian terms of wholes composed of dependent parts, which allows for a better account of such wholes than does the atomistic mereology that characterizes most “analytic” formal ontologies, and we propose an understanding of the method of eidetic intuition as mereological analysis. Secondly, we apply this analysis to the phenomenological method itself, understanding the transcendental reduction as a mereological variation on the material a priori of correlation that characterizes the very structure of the relation between the ego and the world; this obliges us to see this structure in turn as an intuitable concrete whole whose subjective and objective parts are merely absolutely dependent moments, without privileging the subject-pole of this structure. In this way, it is only on the strict condition that phenomenology “desubjectivize” itself that it might at once refute a certain number of analytic and empiricist dogmas and ground its own method without recourse to unnecessary and untenable presuppositions
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Julien, Sweerts Sabrina. "Vers un modèle psychologique explicatif du surpoids et de l’obésité et contribution à l’évaluation d’une prise en charge triaxiale comprenant la restriction cognitive, l’alimentation émotionnelle et l’acceptation." Thesis, Paris 10, 2019. http://faraway.parisnanterre.fr/login?url=http://bdr.parisnanterre.fr/theses/intranet/2019/2019PA100058/2019PA100058.pdf.

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Ce travail avait pour objectif d’étudier les déterminants psychologiques potentiels du surpoids et de l’obésité et de contribuer à l’évaluation d’une prise en charge triaxiale de cette maladie chronique, complexe et socialement handicapante. La revue de littérature nous a permis d’appréhender les hypothèses étiologiques de l’obésité et ses conséquences médicales, sociales et psychologiques, ainsi que les différents modèles psychologiques proposés. Notre travail s’est ensuite dirigé vers trois études qui avaient toutes pour objectif d’évaluer l’effet de la prise en charge du Groupe de Réflexion de l’Obésité et du surpoids (GROS) sur le poids, l’alimentation intuitive, l’alimentation émotionnelle, la restriction cognitive et la satisfaction corporelle. Les recherches n’ont pas permis de mettre en évidence l’efficacité de la prise en charge du GROS, comparativement à une autre prise en charge. Néanmoins, et avec toutes les limites énoncées, elle aurait un effet positif sur le poids et sur l’alimentation intuitive. Enfin, notre travail s’est conclu avec l’étude MOS dont le but était de repérer les déterminants psychologiques potentiels du surpoids et de l’obésité en comparant les sujets normo-pondéraux et les sujets en surpoids ou obèses sur plusieurs variables : l’activité physique hebdomadaire, le stress perçu, la restriction cognitive, les stratégies de gestion émotionnelle, la personnalité et la présence d’évènements de vie stressants ou traumatiques. Toutes les analyses ont mis en évidence que la restriction cognitive était un prédicteur de l’IMC de même que l’âge et le stress perçu. En revanche, le fait que la symptomatologie traumatique prédise de façon négative l’IMC nous a fortement surpris. D’autres recherches sont nécessaires pour confirmer ces résultats aux perspectives thérapeutiques et préventives<br>The purpose of this work was to study the potential psychological determinants of overweight and obesity and to contribute to the evaluation of triaxial management of this chronic, complex and socially disabling disease. The literature review allowed us to understand the etiological hypotheses of obesity and its medical, social and psychological consequences, as well as the various psychological models proposed. Then, our work focused on three studies that were aimed to evaluate the effect of the management of the Groupe de Réflexion sur l’Obésité et le Surpoids (GROS), the Frenchy think tank on obesity and overweight, on weight, intuitive diet, weight loss and weight loss. emotional eating, cognitive restriction and body satisfaction. The research did not highlight the effectiveness of the management of the GROS, compared to another treatment. Nevertheless, and with all the limitations, it would have a positive effect on weight and intuitive eating. Finally, our work was concluded with the MOS study, the purpose of which was to identify the potential psychological determinants of overweight and obesity by comparing normo-weight subjects and overweight or obese subjects on several variables: weekly physical activity, perceived stress, cognitive restraint, emotional management strategies, personality and the presence of stressful or traumatic life events. All analyzes showed that cognitive restraint was a predictor of BMI as well as age and perceived stress. On the other hand, the fact that traumatic symptomatology predicts BMI negatively surprised us. Further research is needed to confirm these results with therapeutic and preventive perspectives
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Castrianni, Marco Aurelio de Mello. "Métodos usuais de interpretação e aplicação do direito: adequação e complementaridade." Pontifícia Universidade Católica de São Paulo, 2007. https://tede2.pucsp.br/handle/handle/7831.

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Made available in DSpace on 2016-04-26T20:26:16Z (GMT). No. of bitstreams: 1 Marco Aurelio de Mello Castrianni.pdf: 25069561 bytes, checksum: daef5acc3dc2c452c84bee0877334ac4 (MD5) Previous issue date: 2007-11-08<br>Logic is a Philosophy instrument, as well as for the other sciences. Among its methods are deduction and induction, which are discursive, and the intuition. By deduction, we reason from the general to the particular. By induction, we start from the particular to reach the general. Intuition is the direct way to acquire knowledge. The logic methods have their basis in Rationalism and Empiricism. For the former, the knowledge stems from exclusively in the reason; its method is deductive. For the latter, the knowledge is acquired by experience, either external or internal; its method is inductive. Intuition is the no discursive method. Using it, we can reach the values, the object of Axiology. The values implicate the genesis of the rules and juridical principles. The phenomenon of the values happens in the society and interact with the culture. The human being is the source value, and the Justice is the fundamental value. Equity is a kind of Justice, which surpasses in a certain way. The Juridical Logic is the application of the Logic as Law instrument. The operator uses either deduction or induction, i.e., are methods used for interpretation and application. The intuition is also applied by the Law operators, although its study has not been so developed. It can be seen by the analyses, as juridical, the principles and the rules, the doctrine and other works, the sentences, the jurisprudence, the habits, the analogy and criminal investigation. None of the methods is used in an isolated way, for interpretation and Law application, because they are not enough, although the three ones, objects of this study, are adequate. The methods which are most studied are deductive and inductive, but the intuition has also an important role in the interpretation and application of the Law, although the operator does not realize how often he makes use of it in his everyday work. The methods are, therefore, complementary and interdependent<br>A Lógica é instrumento da Filosofia e de todas as ciências. Entre seus métodos estão a dedução e a indução, que são discursivos, e a intuição. Pela dedução, raciocina-se do geral para o particular. Pela indução, parte-se do particular para se chegar ao geral. A intuição é forma direta de aquisição de conhecimento. Os métodos lógicos têm seu fundamento no Racionalismo e no Empirismo. Para o primeiro, o conhecimento se origina exclusivamente na razão; seu método é o dedutivo. Para o segundo, o conhecimento se adquire pela experiência, seja externa ou interna; seu método é o indutivo. A intuição se trata de método não discursivo. Por ela, se chega aos valores, objeto da Axiologia. Os valores implicam a gênese de normas e princípios jurídicos. O fenômeno dos valores se dá na sociedade e se interrelaciona com a cultura. O ser humano é o valor fonte, e a Justiça, o valor fundamental. A Eqüidade é uma espécie de Justiça e, de certa forma, a supera. A Lógica Jurídica é a aplicação da Lógica como instrumento do Direito. O seu operador utiliza tanto a dedução como a indução, ou seja, são métodos utilizados para sua interpretação e aplicação. A intuição também é aplicada pelos operadores do Direito, embora seu estudo ainda não esteja tão desenvolvido. Isso se constata pela análise, no âmbito jurídico, dos princípios, das normas, da doutrina e outros trabalhos, das sentenças, da jurisprudência, do costume, da analogia e da investigação criminal. Nenhum dos métodos é utilizado de forma isolada, para interpretação e aplicação do Direito, pois, por si só, não é suficiente, embora sejam todos os três, objeto deste estudo, adequados. Todos podem e devem ser utilizados. Os métodos mais estudados são o dedutivo e o indutivo, mas a intuição também tem um importante papel na interpretação e na aplicação do Direito, embora o operador possa até não se dar conta de quanto a utiliza em seu trabalho cotidiano. Os métodos são, pois, complementares e interdependentes
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Books on the topic "Intuitive Logic"

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Agor, Weston H. The logic of intuitive decision making: A research-based approach for top management. Quorum Books, 1986.

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Huber, Gerold. Engineering: Intuition und Logik. AT Verlag, 1987.

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Natural logic: Exploring decision and intuition. Sussex Academic Press, 2011.

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Saraswati, Satchidanandendra. The pristine pure Advaita philosophy of Ādi Śaṅkara =: Śaṅkara siddhānta : a treatise which clarifies the Vedāntic methodology by quoting Śaṅkara's original Bhāshya sentences as authoritative and in accordance with intuitive logic and experience. Adhyātma Prakāsha Kāryālaya, 1996.

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Knowledge, meaning & intuition: Some theories in Indian logic. New Bharatiya Book Corp., 2000.

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Koppel, Moshe. Meta-halakhah: Logic, intuition and the unfolding of Jewish law. Jason Aronson, 1996.

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Urʼel, Shriḳi, ред. Karaṭeh le-khol ʻeṭ: Ha-karaṭeh shel anshe ha-miśradim. Lavi P. Enterpreiz, 2011.

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Leclercq, Bruno. Intuition et déduction en mathématiques: Retour au débat sur la "crise des fondements". EME, 2014.

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Feĭnberg, Evgeniĭ Lʹvovich. Zwei Kulturen: Intuition und Logik in Kunst und Wissenschaft. Springer, 1998.

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Mathematical reasoning with diagrams: From intuition to automation. CSLI, 2001.

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Book chapters on the topic "Intuitive Logic"

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Zhou, Chunlai. "Intuitive Probability Logic." In Lecture Notes in Computer Science. Springer Berlin Heidelberg, 2011. http://dx.doi.org/10.1007/978-3-642-20877-5_25.

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Dunn, J. Michael. "Intuitive Semantics for First-Degree Entailment and ‘Coupled Trees’." In New Essays on Belnap-­Dunn Logic. Springer International Publishing, 2019. http://dx.doi.org/10.1007/978-3-030-31136-0_3.

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Martelli, Antonio. "From Scenario Building to Scenario Planning: Intuitive Logic and Trend Impact Analysis." In Models of Scenario Building and Planning. Palgrave Macmillan UK, 2014. http://dx.doi.org/10.1057/9781137293503_6.

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Kosheleva, Olga, Renata Reiser, and Vladik Kreinovich. "Formalizing the Informal, Precisiating the Imprecise: How Fuzzy Logic Can Help Mathematicians and Physicists by Formalizing Their Intuitive Ideas." In Towards the Future of Fuzzy Logic. Springer International Publishing, 2015. http://dx.doi.org/10.1007/978-3-319-18750-1_14.

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Folina, Janet. "Logic and Intuition." In Poincaré and the Philosophy of Mathematics. Palgrave Macmillan UK, 1992. http://dx.doi.org/10.1007/978-1-349-22119-6_4.

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Bohnet, Clayton. "Logic and Intellectual Intuition." In Logic and the Limits of Philosophy in Kant and Hegel. Palgrave Macmillan UK, 2015. http://dx.doi.org/10.1057/9781137521750_5.

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Macruz, Andrea, Ernesto Bueno, Gustavo G. Palma, Jaime Vega, Ricardo A. Palmieri, and Tan Chen Wu. "Measuring Human Perception of Biophilically-Driven Design with Facial Micro-expressions Analysis and EEG Biosensor." In Proceedings of the 2021 DigitalFUTURES. Springer Singapore, 2021. http://dx.doi.org/10.1007/978-981-16-5983-6_22.

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AbstractThis paper investigates the role technology and neuroscience play in aiding the design process and making meaningful connections between people and nature. Using two workshops as a vehicle, the team introduced advanced technologies and Quantified Self practices that allowed people to use neural data and pattern recognition as feedback for the design process. The objective is to find clues to natural elements of human perception that can inform the design to meet goals for well-being. A pattern network of geometric shapes that achieve a higher level of monitored meditation levels and point toward a positive emotional valence is proposed. By referencing biological forms found in nature, the workshops utilized an algorithmic process that explored how nature can influence architecture. To measure the impact, the team used FaceOSC for capture and an Artificial Neural Network for micro-expression recognition, and a MindWave sensor manufactured by NeuroSky, which documented the human response further. The methodology allowed us to establish a boundary logic, ranking geometric shapes that suggested positive emotions and a higher level of monitored meditation levels. The results pointed us to a deeper level of understanding relative to geometric shapes in design. They indicate a new way to predict how well-being factors can clarify and rationalize a more intuitive design process inspired by nature.
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Willard, Dallas. "Intuition and Repräsentation." In Early Writings in the Philosophy of Logic and Mathematics. Springer Netherlands, 1994. http://dx.doi.org/10.1007/978-94-015-8147-9_21.

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Rescher, Nicholas. "Intuition and Mathematical Idealism." In Logic, Epistemology, and the Unity of Science. Springer International Publishing, 2020. http://dx.doi.org/10.1007/978-3-030-48431-6_14.

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Costanzo, Jason M. "Schopenhauer on Intuition and Proof in Mathematics." In Studies in Universal Logic. Springer International Publishing, 2020. http://dx.doi.org/10.1007/978-3-030-33090-3_15.

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Conference papers on the topic "Intuitive Logic"

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Wang, Hongguang, Na Li, and Guoping Du. "Intuitive Implication Logic System." In 2009 Sixth International Conference on Fuzzy Systems and Knowledge Discovery. IEEE, 2009. http://dx.doi.org/10.1109/fskd.2009.529.

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DU, GUOPING, XIAOHUA CHEN, and HONGGUANG WANG. "INTUITIVE IMPLICATION PREDICATE LOGIC SYSTEM." In Proceedings of the 9th International FLINS Conference. WORLD SCIENTIFIC, 2010. http://dx.doi.org/10.1142/9789814324700_0029.

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Du, Guoping, Hongguang Wang, Na Li, and Liang Xu. "The Completeness and Decidability of Intuitive Implication Logic System." In 2008 Fourth International Conference on Natural Computation. IEEE, 2008. http://dx.doi.org/10.1109/icnc.2008.499.

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Xing Wei, Wai-Chung Tang, Yu-Liang Wu, C. Sze, and C. Alpert. "Mountain-mover: An intuitive logic shifting heuristic for improving timing slack violating paths." In 2013 18th Asia and South Pacific Design Automation Conference (ASP-DAC 2013). IEEE, 2013. http://dx.doi.org/10.1109/aspdac.2013.6509620.

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Ibeling, Duligur, and Thomas Icard. "On the Conditional Logic of Simulation Models." In Twenty-Seventh International Joint Conference on Artificial Intelligence {IJCAI-18}. International Joint Conferences on Artificial Intelligence Organization, 2018. http://dx.doi.org/10.24963/ijcai.2018/258.

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We propose analyzing conditional reasoning by appeal to a notion of intervention on a simulation program, formalizing and subsuming a number of approaches to conditional thinking in the recent AI literature. Our main results include a series of axiomatizations, allowing comparison between this framework and existing frameworks (normality-ordering models, causal structural equation models), and a complexity result establishing NP-completeness of the satisfiability problem. Perhaps surprisingly, some of the basic logical principles common to all existing approaches are invalidated in our causal simulation approach. We suggest that this additional flexibility is important in modeling some intuitive examples.
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Fervari, Raul, Andreas Herzig, Yanjun Li, and Yanjing Wang. "Strategically knowing how." In Twenty-Sixth International Joint Conference on Artificial Intelligence. International Joint Conferences on Artificial Intelligence Organization, 2017. http://dx.doi.org/10.24963/ijcai.2017/143.

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In this paper, we propose a single-agent logic of goal-directed knowing how extending the standard epistemic logic of knowing that with a new knowing how operator. The semantics of the new operator is based on the idea that knowing how to achieve phi means that there exists a (uniform) strategy such that the agent knows that it can make sure phi. We give an intuitive axiomatisation of our logic and prove the soundness, completeness, and decidability of the logic. The crucial axioms relating knowing that and knowing how illustrate our understanding of knowing how in this setting. This logic can be used in representing and reasoning about knowledge-how.
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Kuzelka, Ondrej, Jesse Davis, and Steven Schockaert. "Induction of Interpretable Possibilistic Logic Theories from Relational Data." In Twenty-Sixth International Joint Conference on Artificial Intelligence. International Joint Conferences on Artificial Intelligence Organization, 2017. http://dx.doi.org/10.24963/ijcai.2017/160.

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The field of statistical relational learning (SRL) is concerned with learning probabilistic models from relational data. Learned SRL models are typically represented using some kind of weighted logical formulas, which makes them considerably more interpretable than those obtained by e.g. neural networks. In practice, however, these models are often still difficult to interpret correctly, as they can contain many formulas that interact in non-trivial ways and weights do not always have an intuitive meaning. To address this, we propose a new SRL method which uses possibilistic logic to encode relational models. Learned models are then essentially stratified classical theories, which explicitly encode what can be derived with a given level of certainty. Compared to Markov Logic Networks (MLNs), our method is faster and produces considerably more interpretable models.
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Amgoud, Leila, and Dragan Doder. "Compilation of Logical Arguments." In Twenty-Eighth International Joint Conference on Artificial Intelligence {IJCAI-19}. International Joint Conferences on Artificial Intelligence Organization, 2019. http://dx.doi.org/10.24963/ijcai.2019/208.

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Several argument-based logics have been defined for handling inconsistency in propositional knowledge bases. We show that they may miss intuitive consequences, and discuss two sources of this drawback: the definition of logical argument i) may prevent formulas from being justified, and ii) may allow irrelevant information in argument's support. We circumvent these two issues by considering a general definition of argument and compiling each argument. A compilation amounts to forgetting in an argument's support any irrelevant variable. This operation returns zero, one or several concise arguments, which we then use in an instance of Dung's abstract framework. We show that the resulting logic satisfies existing rationality postulates, namely consistency and closure under deduction. Furthermore, it is more productive than the existing argument-based and coherence-based logics.
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Breese, Bennett, Drew Scott, Shraddha Barawkar, and Manish Kumar. "Fuzzy Logic Controller for Force Feedback Control of Quadcopter via Tether." In ASME 2020 Dynamic Systems and Control Conference. American Society of Mechanical Engineers, 2020. http://dx.doi.org/10.1115/dscc2020-3275.

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Abstract Tethered drone systems can be used to perform long-endurance tasks such as area surveillance and relay stations for wireless communication. However, all the existing systems use tethers only for data and power transmission from a stationary point on the ground. This work presents a control strategy that enables a quadcopter to follow a moving tether anchor. A force feedback controller is implemented using Fuzzy Logic. Using force-based strategy provides effective compliance between the tether’s anchor and the drone. The drone can thus be controlled by mere physical movement/manipulation of tether. This enhances the safety of current tethered drone systems and simplifies the flying of drones. Fuzzy Logic provides an intuitive edge to the control of such systems and allows handling noise in force sensors. Extensive simulation results are presented in this paper showing the effectiveness of the proposed control scheme.
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Kreinovich, Vladik. "Formalizing the informal, precisiating the imprecise: How fuzzy logic can help mathematicians and physicists by formalizing their intuitive ideas." In 2015 Annual Conference of the North American Fuzzy Information Processing Society (NAFIPS) held jointly with 2015 5th World Conference on Soft Computing (WConSC). IEEE, 2015. http://dx.doi.org/10.1109/nafips-wconsc.2015.7284119.

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