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Books on the topic 'Core logics'

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Published: 20 February 2023

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1

Inc, Integrated Device Technology. IDT core logic-specific cache modules product information. Santa Clara, CA: Integrated Device Technology Inc., 1994.

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2

Cristina, Farnetti, ed. Logica: Come scienza del concetto puro. Napoli: Bibliopolis, 1996.

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3

Ahmed, Jameel, Mohammed Yakoob Siyal, Shaheryar Najam, and Zohaib Najam. Fuzzy Logic Based Power-Efficient Real-Time Multi-Core System. Singapore: Springer Singapore, 2017. http://dx.doi.org/10.1007/978-981-10-3120-5.

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4

Antonio, Saitta. Logica e retorica nella motivazione delle decisioni della Corte costituzionale. Milano: Giuffrè, 1996.

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5

Institute, Ludwig Von Mises, ed. The logic of action. Cheltenham, U.K: Edward Elgar, 1997.

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6

Ambrosini, Riccardo. Le lingue come rappresentazioni formali della conoscenza. Lucca: S. Marco, 1995.

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7

Duso, Giuseppe. La logica del potere: Storia concettuale come filosofia politica. Monza (Milano): Polimetrica, 2007.

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8

La logica del potere: Storia concettuale come filosofia politica. Roma [etc.]: Laterza, 1999.

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9

Duso, Giuseppe. La logica del potere: Storia concettuale come filosofia politica. Monza (Milano): Polimetrica, 2007.

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10

Sandrini, Maria Grazia. Probabilità e induzione: Carnap e la conferma come concetto semantico. Milano, Italy: F. Angeli, 1991.

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11

1957-, Brooks Ronald M., ed. Come, let us reason: An introduction to logical thinking. Grand Rapids, Mich: Baker Book House, 1990.

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12

Plebe, Alessio. Il linguaggio come calcolo: Dalla logica di Boole alle reti neuronali. Roma: Armando, 2004.

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13

Wenzel, Christian Helmut. An introduction to Kant's aesthetics: Core concepts and problems. Malden, MA: Blackwell Pub., 2005.

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14

An introduction to Kant's aesthetics: Core concepts and problems. Oxford, UK: Blackwell Pub., 2005.

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15

Shannon, Parker. The library of structured COBOL programs: Concepts, definitions, structure, charts, logic, code. Wellesley, Mass: QED Information Sciences, 1987.

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16

Waite, Stephen J. A logic model to review material nominated for inclusion into project code PL3. Monterey, Calif: Naval Postgraduate School, 1989.

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17

Parlakbilek, Ahmet N. Multiple strength and multiple delay techniques for compiled code event driven logic simulation. Ottawa: National Library of Canada = Bibliothèque nationale du Canada, 1993.

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18

Fontanella, Raffaele. Come cambiano i marchi =: The way logos change. Milano: Ikon, 2003.

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19

Gruen, Lori, and Justin Marceau, eds. Carceral Logics. Cambridge University Press, 2022. http://dx.doi.org/10.1017/9781108919210.

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Carceral logics permeate our thinking about humans and nonhumans. We imagine that greater punishment will reduce crime and make society safer. We hope that more convictions and policing for animal crimes will keep animals safe and elevate their social status. The dominant approach to human-animal relations is governed by an unjust imbalance of power that subordinates or ignores the interest nonhumans have in freedom. In this volume Lori Gruen and Justin Marceau invite experts to provide insights into the complicated intersection of issues that arise in thinking about animal law, violence, mass incarceration, and social change. Advocates for enhancing the legal status of animals could learn a great deal from the history and successes (and failures) of other social movements. Likewise, social change lawyers, as well as animal advocates, might learn lessons from each other about the interconnections of oppression as they work to achieve liberation for all. This title is also available as Open Access on Cambridge Core.
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20

Wolfson, Todd, ed. Social Movement Logics—Past, Present, and Future. University of Illinois Press, 2017. http://dx.doi.org/10.5406/illinois/9780252038846.003.0008.

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This concluding chapter reexamines the Cyber Left against the backdrop of informational capitalism and history. Through this lens, it discusses indymedia as a precursor to Occupy Wall Street and many of the emergent social movements that have developed since the economic crisis of 2008. It also explains how the core logic and strategy of the Cyber Left played a significant role in the inability of the Global Social Justice Movement to build long-term power. It identifies four interrelated, core problems: (1) a retreat from class and capitalism as analytic and political categories; (2) a tendency toward technological determinism; (3) an anti-institutional bias; and (4) no emphasis on political education and leadership development.
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21

Tennant, Neil. Core Logic. Oxford University Press, 2017. http://dx.doi.org/10.1093/oso/9780198777892.001.0001.

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Core Logic has unusual philosophical, proof-theoretic, metalogical, computational, and revision-theoretic virtues. It is an elegant kernel lying deep within Classical Logic, a canon for constructive and relevant deduction furnishing faithful formalizations of informal constructive mathematical proofs. Its classicized extension provides likewise for non-constructive mathematical reasoning. Confining one’s search to core proofs affords automated reasoners great gains in efficiency. All logico-semantical paradoxes involve only core reasoning. Core proofs are in normal form, and relevant in a highly exigent ‘vocabulary-sharing’ sense never attained before. Essential advances on the traditional Gentzenian treatment are that core natural deductions are isomorphic to their corresponding sequent proofs, and make do without the structural rules of Cut and Thinning. This ensures relevance of premises to conclusions of proofs, without loss of logical completeness. Every core proof converts any verifications of its premises into a verification of its conclusion. Core Logic makes one reassess the dogma of ‘unrestricted’ transitivity of deduction, because any core ‘restriction’ of transitivity ensures a more than compensatory payoff of epistemic gain: A core proof of A from X and one of B from {A}∪Y effectively determine a proof of B or of absurdity from some subset of X∪Y. The primitive introduction and elimination rules governing the logical operators in Core Logic are subtly different from Gentzen’s. They are obtained by smoothly extrapolating protean rules for determining truth values of sentences under interpretations. Core rules are inviolable: One needs all of them in order to revise beliefs rationally in light of new evidence.
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22

Tennant, Neil. Core Logic and the Paradoxes. Oxford University Press, 2017. http://dx.doi.org/10.1093/oso/9780198777892.003.0011.

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The Law of Excluded Middle is not to be blamed for any of the logico-semantic paradoxes. We explain and defend our proof-theoretic criterion of paradoxicality, according to which the ‘proofs’ of inconsistency associated with the paradoxes are in principle distinct from those that establish genuine inconsistencies, in that they cannot be brought into normal form. Instead, the reduction sequences initiated by paradox-posing proofs ‘of ⊥’ do not terminate. This criterion is defended against some recent would-be counterexamples by stressing the need to use Core Logic’s parallelized forms of the elimination rules. We show how Russell’s famous paradox in set theory is not a genuine paradox; for it can be construed as a disproof, in the free logic of sets, of the assumption that the set of all non-self-membered sets exists. The Liar (by contrast) is still paradoxical, according to the proof-theoretic criterion of paradoxicality.
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23

Keman, Hans, and Paul Pennings. 3. Comparative research methods. Oxford University Press, 2017. http://dx.doi.org/10.1093/hepl/9780198737421.003.0005.

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This chapter examines the ‘art of comparing’ by showing how to relate a theoretically guided research question to a properly founded research answer by developing an adequate research design. It first considers the role of variables in comparative research before discussing the meaning of ‘cases’ and case selection. It then looks at the ‘core’ of the comparative research method: the use of the logic of comparative inquiry to analyse the relationships between variables (representing theory) and the information contained in the cases (the data). Two logics are distinguished: Method of Difference and Method of Agreement. The chapter concludes with an assessment of some problems common to the use of comparative methods.
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24

Core Logic. Oxford University Press, 2017.

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25

Tennant, Neil. The Road to Core Logic. Oxford University Press, 2017. http://dx.doi.org/10.1093/oso/9780198777892.003.0002.

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We situate Core Logic and Classical Core Logic within a wider logical landscape. Core Logic lies at the intersection of two orthogonal lines of reform of Classical Logic—constructivization and relevantization. We explain the genesis of Core Logic and describe its carefully formulated rules of inference. We reveal how Core Logic arises as a smooth generalization of the proto-logic involved in working out the truth values of sentences under particular interpretations; and the case for the complete methodological adequacy of Core Logic for constructive deductive reasoning, and of Classical Core Logic for non-constructive deductive reasoning. Core Logic deserves the label ‘Core’, because it is both fully employed, and sufficient, as the metalogic involved in any process of rational belief revision. No rule of Core Logic can be surrendered. We end by speculating on two possible explanations—semantic and methodological—of how Core Logic might have been bloated to Classical Logic.
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26

Tennant, Neil. Epistemic Gain. Oxford University Press, 2017. http://dx.doi.org/10.1093/oso/9780198777892.003.0007.

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Core Logic avoids the Lewis First Paradox, even though it contains ∨-Introduction, and a form of ∨-Elimination that permits core proof of Disjunctive Syllogism. The reason for this is that the method of cut-elimination will unearth the fact that the newly combined premises form an inconsistent set. A new formal-semantical relation of logical consequence, according to which B is not a consequence of A,¬A, is available as an alternative to the conventionally defined relation of logical consequence. Nevertheless we can make do with the conventional definition, and still show that (Classical) Core Logic is adequate unto it. Although Core Logic eschews unrestricted Cut, nevertheless (i) Core Logic is adequate for all intuitionistic mathematical deduction; (ii) Classical Core Logic is adequate for all classical mathematical deduction; and (iii) Core Logic is adequate for all the deduction involved in the empirical testing of scientific theories.
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27

Young, Dannagal Goldthwaite. Irony and Outrage. Oxford University Press, 2019. http://dx.doi.org/10.1093/oso/9780190913083.001.0001.

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This book explores the aesthetics, underlying logics, and histories of two seemingly distinct genres—liberal political satire and conservative opinion talk—making the case that they should be thought of as the logical extensions of the psychology of the left and right, respectively. One genre is guided by ambiguity, play, deliberation, and openness, while the other is guided by certainty, vigilance, instinct, and boundaries. While the audiences for Sean Hannity and John Oliver come from opposing political ideologies, both are high in political interest, knowledge, and engagement, and both lack faith in some of the United States’ core democratic institutions. This book illustrates how the roles these two genres play for their viewers are strikingly similar: galvanizing the opinion of the left or the right, mobilizing citizens around certain causes, and expressing a frustration with traditional news coverage while offering alternative sources of information and meaning. However, the book proposes that these genres differ in a crucial way: in their capacity to be exploited by special interests and political elites. The book concludes that due to the symbiotic relationship between conservative outrage and the psychological and physiological characteristics of the right, conservative outrage is uniquely positioned as a mechanism for successful elite propaganda and mobilization—in a way that liberal satire is not.
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28

Denham, Evelyn. Logic Code Generator. Logic Code Generator Ltd, 2002.

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29

Lu-Adler, Huaping. The Nature and Place of Logic. Oxford University Press, 2018. http://dx.doi.org/10.1093/oso/9780190907136.003.0003.

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This chapter sketches a history of philosophy of logic from Aristotle, along with Epicurus and the early Stoics, to the late sixteenth century. The analysis revolves around the (supposedly) scientific status of logic on the one hand and its utility on the other. Following clues found in Kant’s works, the chapter explains how key questions about the nature and place of logic evolved over time. It tracks down a range of historically significant positions, represented by Avicenna, Averroës, Thomas Aquinas, and William of Ockham among others. In so doing, the discussion pays special attention to the newly developed conceptual apparatus, such as logica naturalis versus logica artificialis, logica utens versus logica docens, and scientia realis versus scientia rationalis. These distinctions would eventually come to fruition in Christian Wolff’s theory of logic, arguably the most formative source as well as a major target of Kant’s.
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30

Tennant, Neil. The Relevance Properties of Core Logic. Oxford University Press, 2017. http://dx.doi.org/10.1093/oso/9780198777892.003.0010.

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Ironically Anderson and Belnap argue for the rejection of Disjunctive Syllogism by means of an argument that appears to employ it. We aim to establish a ‘variable-sharing’ result for Classical Core Logic that is stronger than any such result for any other system. We define an exigent relevance condition R(X,A) on the premise-set X and the conclusion A of any proof, exploiting positive and negative occurrences of subformulae. This treatment includes first-order proofs. Our main result on relevance is that for every proof of A from X in Classical Core Logic, we have R(X,A). R(X,A) is a best possible explication of the sought notion of relevance. Our result is optimal, and challenges relevantists in the Anderson–Belnap tradition to identify any strengthening of the relation R(X,A) that can be shown to hold for some subsystem of Anderson–Belnap R but that can be shown to fail for Classical Core Logic.
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31

Tennant, Neil. Replies to Critics of Core Logic. Oxford University Press, 2017. http://dx.doi.org/10.1093/oso/9780198777892.003.0012.

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We take on our critics in chronological order, on such matters as intersubstitutivity of interdeducibles, transitivity of deduction, intuition and reflective equilibrium, methodological adequacy, burden of proof (on the would-be logical reformer), and the (alleged) indispensability of the rule EFQ for the formalization of mathematical reasoning. We rebut J. C. Beall and Greg Restall; Dirk Hartmann; John Burgess; and Harvey Friedman and Arnon Avron.
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32

Moon, Jeremy. 6. Critical perspectives. Oxford University Press, 2014. http://dx.doi.org/10.1093/actrade/9780199671816.003.0007.

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‘Critical perspectives’ presents two systemic critiques of corporate social responsibility (CSR), which argue that CSR is fundamentally undesirable or impossible. Firstly, there is the view associated with Milton Friedman that sees CSR as contrary to the core purpose of business, as unaccountable management excess at the expense of shareholders, and as undermining of democratic accountability for public affairs. Secondly, there is the anti-corporate perspective, usually associated with critics of capitalism more generally. This view sees CSR as an extension of the underlying problems of capitalism and of corporations therein. CSR advocates generally sit between the two views, rejecting both sets of deductive logics and their respective implications for the sociability and accountability of markets.
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33

Markwica, Robin. Emotional Choices. Oxford University Press, 2018. http://dx.doi.org/10.1093/oso/9780198794349.001.0001.

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In coercive diplomacy, states threaten military action to persuade opponents to change their behavior. The goal is to achieve a target’s compliance without incurring the cost in blood and treasure of military intervention. Coercers typically employ this strategy toward weaker actors, but targets often refuse to submit and the parties enter into war. To explain these puzzling failures of coercive diplomacy, existing accounts generally refer to coercers’ perceived lack of resolve or targets’ social norms and identities. What these approaches either neglect or do not examine systematically is the role that emotions play in these encounters. The present book contends that target leaders’ affective experience can shape their decision-making in significant ways. Drawing on research in psychology and sociology, the study introduces an additional, emotion-based action model besides the traditional logics of consequences and appropriateness. This logic of affect, or emotional choice theory, posits that target leaders’ choice behavior is influenced by the dynamic interplay between their norms, identities, and five key emotions, namely fear, anger, hope, pride, and humiliation. The core of the action model consists of a series of propositions that specify the emotional conditions under which target leaders are likely to accept or reject a coercer’s demands. The book applies the logic of affect to Nikita Khrushchev’s decision-making during the Cuban missile crisis in 1962 and Saddam Hussein’s choice behavior in the Gulf conflict in 1990–91, offering a novel explanation for why coercive diplomacy succeeded in one case but not in the other.
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34

Wood, John. Code Monkeys Use Logic. Crabtree Publishing Company, 2020.

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35

Code Monkeys Use Logic. Crabtree Publishing Company, 2020.

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36

Costley White, Khadijah. Reading the Tea Leaves—the News about the News. Oxford University Press, 2018. http://dx.doi.org/10.1093/oso/9780190879310.003.0004.

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This chapter looks at how the media explained, critiqued, and reported on their own role in the branding and coverage of the Tea Party, and what that says about news media function and convergence in a headphone culture. Whether it was a “media war” on Fox News, a reporter’s rant at CNBC, or a defamatory online video triggering the dismissal of a high-ranking Obama appointee for “racism,” one thing was clear—at its core, Tea Party news narratives were also a story about modern journalism. This section of the book explains how members of the news media portrayed (implicitly and explicitly) their own roles, functions, and values as they advanced the Tea Party’s recognition, messaging, and growth through the logics, action, and discourse of branding.
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37

Tennant, Neil. The Logic of Number. Oxford University Press, 2022. http://dx.doi.org/10.1093/oso/9780192846679.001.0001.

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This book defines and develops the program of Natural Logicism for the natural, rational, and real numbers. The central method is to formulate rules of natural deduction governing variable-binding number-abstraction operators and other logico-mathematical expressions such as zero and successor. The introduction and elimination rules for a number-abstraction operator @ allow one to infer to, and away from, identity statements in the canonical form ‘t=@xΦ‎(x)’. These enable ‘single-barreled’ abstraction, in contrast with the ‘double-barreled’ abstraction effected by principles such as Frege's Basic Law V, or Hume's Principle. The logical system used for the foundational reasoning is free Core Logic. It handles non-denoting singular terms and allows only constructive and relevant reasoning. Natural Logicism imposes upon its account of the numbers four conditions of adequacy. First, one must show how it is that the various kinds of number are applicable in our wider thought and talk about the world. One does this by deriving all instances of three respective schemas: Schema N for the naturals, Schema Q for the rationals, and Schema R for the reals. These provide truth-conditions for statements deploying terms referring to numbers of the kind in question. Second, one must show how it is that the naturals sit among the rationals as themselves again, and the rationals likewise among the reals. Third, one should reveal enough of the metaphysical nature of the numbers to be able to derive the mathematician's basic laws governing them. Fourth, one should be able to demonstrate that there are uncountably many reals.
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38

Traditional Logic, Book II: Advanced Formal Logic (Classical Trivium Core Series). Memoria Press, 2002.

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39

NA. Essentls of Logic& E-Logic Acc Code Card Pk. Addison Wesley Longman, 2006.

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40

Answer Key to Traditional Logic 1: Introduction to Formal Logic (Classical Trivium Core Series: Traditional Logic, 1). Memoria Press, 2000.

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41

Bakken, Per Arne. Core Independent Nightlight Using Configurable Custom Logic on ATtiny1617. Microchip Technology Incorporated, 2017.

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42

Najam, Shaheryar, Zohaib Najam, Jameel Ahmed, and Mohammed Yakoob Siyal. Fuzzy Logic Based Power-Efficient Real-Time Multi-Core System. Springer Singapore Pte. Limited, 2016.

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43

Najam, Shaheryar, Zohaib Najam, Jameel Ahmed, and Mohammed Yakoob Siyal. Fuzzy Logic Based Power-Efficient Real-Time Multi-Core System. Springer, 2017.

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44

Tennant, Neil. From the Logic of Evaluation to the Logic of Deduction. Oxford University Press, 2017. http://dx.doi.org/10.1093/oso/9780198777892.003.0004.

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We deliver the details on the smooth morphing from the verification and falsification rules of the model-relative Logic of Evaluation to the model-invariant, deductive rules of Core Logic. There are good reasons for preferring the parallelized forms of certain elimination rules in natural deduction (the ones for conjunction, the conditional, and the universal quantifier) to their more conventional serial forms. We explain how ⊥ can make its way into proofs as a conclusion, as required for applications of ¬-Introduction. We discuss the notion of harmony between introduction and elimination rules, in preparation for the full treatment of reduction procedures for the logical operators that will be provided in Chapter 6.
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45

Tennant, Neil. The Logic of Evaluation. Oxford University Press, 2017. http://dx.doi.org/10.1093/oso/9780198777892.003.0003.

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Sentences of propositional logic may be verified or falsified with respect to an atomic basis. Verifications and falsifications are co-inductively defined. The rules generating them justify the truth tables row by row, left to right. Model-relative rules verifying universals or falsifying existentials can generate ‘infinite sideways branchings’ within evaluations. If a sentence has both a verification and a falsification, then a particular atom occurs with its negation in the basis. This presages how any ‘failure’ of transitivity with any two core proofs is offset by proof that their combined premises are inconsistent. More general atomic bases allow for conceptual inclusions and contrarieties. The resulting rules of verification and falsification determine the Logic of Evaluation. These morph into the rules of Core Logic by allowing for complex premises; having sentences replace ⊥ in conclusion-positions; and voiding the basis, so that deducibility becomes a model-invariant matter of form, not of content.
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46

Steel, John R. The Core Model Iterability Problem (Lecture Notes in Logic, 8). Springer, 1997.

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47

Takenaka, Norio. AN2378 - Core Independent Nightlight Using Configurable Custom Logic on ATiny1617. Microchip Technology Incorporated, 2018.

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48

Zhu, Juliet. AN2387 - Core Independent Nightlight Using Configurable Custom Logic on ATtiny1617. Microchip Technology Incorporated, 2017.

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49

Pierce, Linda. AN2387 - Core Independent Nightlight Using Configurable Custom Logic on ATtiny1617. Microchip Technology Incorporated, 2017.

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50

Mao, Yingping. Automatic generation of relay ladder logic code. 1995.

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