Relevant bibliographies by topics / Axioma

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  1. Journal articles
  2. Dissertations / Theses
  3. Books
  4. Book chapters
  5. Conference papers
  6. Reports

Academic literature on the topic 'Axioma'

Author: Grafiati
Published: 4 June 2021
Last updated: 11 February 2022

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Journal articles on the topic "Axioma"

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Rodríguez Benavides, Iván Ramón. "Axioma humano." Revista Universidad de La Salle 1, no. 76 (April 1, 2018): 93–101. http://dx.doi.org/10.19052/ruls.vol1.iss76.7.

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En este artículo expone una de las propuestas que se opone al humanismo, tal como ha sido pensado desde una concepción más tradicional de la filosofía. Entre los filósofos que defienden este cambio de concepción de lo que podría denominarse humanismo destacamos a Richard Rorty, puesto que considera que la crítica a la metafísica se opone a las pretensiones de carácter epistémico que abrogó la filosofía, y además que no es conveniente aceptar las pretensiones esencialistas de la metafísica. Es decir, el ironista se opone a cualquier planteamiento metafísico que pretenda establecer cánones absolutos de lo humano, también comprende que el fundamento de sus concepciones no proviene de ninguna verdad, y es consciente de la fragilidad de sus planteamientos, ya que no está interesado en imponer verdades sino en compartir creencias desde la contingencia del lenguaje.
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Gajo, Marianne. "Deutsche Börse übernimmt Axioma." Die Aktiengesellschaft 64, no. 10 (May 1, 2019): r152. http://dx.doi.org/10.9785/ag-2019-641004.

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Jovanović, Radmila. "La consideración de Hintikka del axioma de elección y del desafío constructivista." Revista de Humanidades de Valparaíso, no. 2 (December 1, 2013): 135. http://dx.doi.org/10.22370/rhv.2013.2.97.

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En el presente trabajo confrontamos el análisis del axioma de elección de Martin - Löf con la posición de J. Hintikka respecto de este axioma. Hintikka afirma que su Semántica Teorética de Juegos (STJ) para una Lógica de la Independencia Amigable (Lógica IA), justifica el axioma de elección de Zermelo en un sentido de primer orden perfectamente aceptable para los constructivistas. De hecho, los resultados de Martin - Löf conducen a las siguientes consideraciones:La versión preferida de Hintikka del axioma de elección, es ciertamente aceptable para los constructivistas y su significado no implica una lógica de orden superior.Sin embargo, la versión aceptable para los constructivistas se basa en una consideración intensional sobre las funciones. La extensionalidad es el corazón de la comprensión clásica del axioma de Zermelo y esta es la razón real tras el rechazo constructivista de éste.En general, las características de dependencia e independencia que motivan la Lógica IA, pueden formularse en el marco de la Teoría de Tipos Constructiva ( TTC ) sin tener que pagar el precio de un sistema que no es ni axiomatizable ni tiene una teoría subyacente de la inferencia – la lógica trata sobre la inferencia después de todo.Concluimos señalando que los recientes desarrollos en lógica dialógica muestran que el enfoque TTC hacia el significado, en general, y hacia el axioma de elección, en particular, es connatural al enfoque de la teorética de juegos, donde las características metalógicas (standard) se despliegan explícitamente a nivel del lenguaje - objeto. Por tanto, de algún modo, esto justifica, aunque de una manera bastante diferente, la exhortación de Hintikka por la fecundidad de la Semántica Teorética de Juegos en el contexto de los fundamentos de las matemáticas.
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Moldau, Juan Hersztajn. "O Axioma da Transitividade é Supérfluo?" Brazilian Review of Econometrics 11, no. 1 (April 1, 1991): 93. http://dx.doi.org/10.12660/bre.v11n11991.3010.

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Ruelle, David. "Locating resonances for AxiomA dynamical systems." Journal of Statistical Physics 44, no. 3-4 (August 1986): 281–92. http://dx.doi.org/10.1007/bf01011300.

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Gomes Ferraz, Chrystiano. "O axioma Extra Ecclesiam Nulla Salus: do exclusivismo à abertura ao diálogo ecumênico e inter-religioso." Diversidade Religiosa 9, no. 1 (July 30, 2019): 188–211. http://dx.doi.org/10.22478/ufpb.2317-0476.2019v9n1.44973.

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Remontando o surgimento do axioma Extra Ecclesiam Nulla Salus (Fora da Igreja não há salvação), suas diferentes interpretações e aplicações, sua caminhada histórica, e sua importância para a Igreja Católica Apostólica Romana, esta pesquisa teve por objetivo oferecer uma possível releitura do axioma após o Concílio Vaticano II de (1962–1965), menos exclusivista e mais dialogal com as outras grandes tradições religiosas. Foi destacada a distância da utilização do axioma apresentada no texto produzido pelo Concílio de Florença de 1442 da gênese deste adágio em sua intensão intra-eclesial. Entre Florença e o Vaticano II as Reformas, a grande influência da Modernidade e a crise dos discursos religiosos trouxeram uma série de desafios à Igreja. Em abertura às demandas da Modernidade foi convocado o Concílio Vaticano II, e por meio dos documentos conciliares foram propostas atualizações, inclusive à hermenêutica do axioma estudado. A pluralidade religiosa e a quebra da hegemonia de uma religião sobre as outras, características do nosso tempo, tem nos desafiado a estabelecer nossas relações com o outro religioso em abertura e diálogo. Para tal, se faz necessário repensar as formulações exclusivistas elaboradas pela Igreja em outros contextos históricos.
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Martínez-Adame, Carmen. "¿Es necesario el Axioma de Zermelo para comprender la teoría de la medida?" Metatheoria – Revista de Filosofía e Historia de la Ciencia 3, no. 2 (April 1, 2013): 37–64. http://dx.doi.org/10.48160/18532330me3.92.

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En este artículo estudiamos la relación que guardan entre sí el axioma de elección y la teoría de la medida y analizamos el papel que tiene el axioma para una comprensión plena de la teoría. El tema de la comprensión en matemáticas es muy extenso y ha sido ampliamente estudiado desde diversos puntos de vista; nosotros pretendemos abordar este tema desde dentro de la matemática misma.
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Chaui, Marilena. "A posição do agente da liberdade na ética V." Cadernos Espinosanos, no. 22 (April 15, 2010): 11. http://dx.doi.org/10.11606/issn.2447-9012.espinosa.2010.89380.

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O primeiro axioma da parte V da Ética de Espinosa suscita a interpretação do sujeito como espectador neutro (Macherey) ou sujeito vazio (Bove). A análise do termo “sujeito” mostra que Descartes empregava a palavra como substância, diferente da subjetividade kantiana; mas como explicar seu uso por Espinosa? A comparação desse axioma com o uso da “contrariedade” nas partes III e IV da Ética mostram em que sentido Espinosa emprega “sujeito”
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Aizpún, Teresa. "Dialéctica y Libertad." Tópicos, Revista de Filosofía 7, no. 1 (November 28, 2013): 33. http://dx.doi.org/10.21555/top.v7i1.488.

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Espíritu, Libertad y Dialéctica son explicados con frecuencia como si fueran un todo. El movimiento espiritual, a saber, la Libertad, se muestra como proceso dialéctico. Aparentemente, no hay otra solución cuando el Espíritu es concebido como verdad, como la plenitud que le pertenece al Espíritu, pero que no tiene y que debe adquirir. Esto es porque la dialéctica es usualmente entendida como la consecuencia necesaria del axioma: verdad es interioridad, y es por tanto identidad. ¿Y si este axioma fuera falso?
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D'Alkaine, C. V. "Os trabalhos de Gödel e as denominadas ciências exatas: em homenagem ao centenário do nascimento de Kurt Gödel." Revista Brasileira de Ensino de Física 28, no. 4 (2006): 525–30. http://dx.doi.org/10.1590/s0102-47442006000400015.

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Após uma breve resenha da vida de Gödel, assinalando as origens de suas tradições intelectuais, são analisados o seu teorema da completude, o seu trabalho de tese, o teorema da incompletude e o teorema sobre a impossibilidade de demonstrar a consistência de sistemas formais complexos dentro do mesmo sistema formal. A seguir, são discutidas suas contribuições à independência da Hipótese do Contínuo e do Axioma de Escolha dos outros axiomas da teoria dos conjuntos. Nesse contexto são finalmente discutidas algumas idéias em relação à pequena influência que as contribuições de Gödel, para descrever alguns dos limites do pensamento racional, têm tido nas assim chamadas ciências exatas ou naturais, especialmente, Física e Química. Algumas reflexões são, nesse sentido, propostas.
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Dissertations / Theses on the topic "Axioma"

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Santos, Magnun César Nascimento dos. "Principais Axiomas da Matemática." Universidade Federal da Paraíba, 2014. http://tede.biblioteca.ufpb.br:8080/handle/tede/7529.

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The main objective of this work is showing the importance of systems axiomatic in mathematics. We will study some classic axioms, their equivalence and we will see some applications of them.
Este trabalho tem como objetivo fazer uma abordagem sobre a importância de sistemas axiomáticos na Matemática. Estudaremos alguns axiomas clássicos, suas equivalências e veremos algumas aplicações dos mesmos.
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Gonzalez, Carlos Gustavo 1953. "Ordens densas, participações e o axioma da escolha." [s.n.], 1994. http://repositorio.unicamp.br/jspui/handle/REPOSIP/280567.

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Orientador : Luiz Paulo de Alcantara
Tese (doutorado) - Universidade Estadual de Campinas, Instituto de Filosofia e Ciencias Humanas
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Resumo: Não informado
Abstract: Not informed.
Doutorado
Doutor em Filosofia
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Rosa, Christian Fernandes Gomes da. "Eficiência como axioma da teoria econômica do direito." Universidade de São Paulo, 2008. http://www.teses.usp.br/teses/disponiveis/2/2139/tde-28112008-102625/.

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O presente trabalho é resultado de uma pesquisa que teve como objetivo a investigação sobre o possível desenvolvimento de uma nova teoria jurídica nos trabalhos vinculados a Law and Economics. A hipótese testada ainda inclui a concepção de que essa Teoria Econômica do Direito teria a eficiência como seu fundamento moral, atribuindo ao Direito a função de maximização da utilidade, riqueza ou bem-estar sociais. Para tanto, apresenta descrição sobre a maneira pela qual modelos e conceitos econômicos foram transformados em instrumentos metodológicos usados para descrever e fazer prescrições a respeito do conteúdo das regras jurídicas e de sua aplicação. Este estudo ainda explora os mecanismos sociais de produção e aplicação do Direito, a fim de verificar como suas características podem limitar essa função maximizadora atribuída pela Análise Econômica do Direito. Por fim, investiga-se quais recursos teóricos e retóricos tomaram utilizável pelo Direito o conceito puramente econômico da eficiência e o transformaram em um valor moral a guiar decisões jurídicas ou políticas. O consenso é, então, perquirido como o fundamento último sobre o qual se assentam a eficiência e a maximização como valores morais.
This paper is a product of a research which aimed to study the potential development of a new legal theory within the paper works written by those authors usually associated with the Law and Economies School. The hypothesis tested established the existence of an Economic Legal Theory that would be morally based on efficiency concepts and that assigned to the legal rules a function related to the maximization of social utility, wealth and welfare. In order to accomplish this task, this paper presents a description of how economic models and concepts were turned into methodological instruments to describe and make prescriptions about the legal rules dispositions and their application. Further, the research explores the social structures assigned to enact legal rules and those responsible for their enforcement, in order to verify how their qualifications are able to promote within the social rules efforts the function prescribed by the Economic Analysis of Law. At last, this paper explores the theoretical and rhetoric instruments that made possible the use of the purely economic concept of efficiency into a moral value claimed as an ideal guide of political and legal decisions. The consent is, then, tested as the final basis on which efficiency and maximization as moral principles lay on.
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Néo, Alexsandro da Silva. "Incompressibilidade de toros transversais a fluxos axioma A." Universidade Federal de Alagoas, 2009. http://repositorio.ufal.br/handle/riufal/1029.

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We prove that a torus transverse to an Axiom A vector field that does not exhibit sinks, sources or null homotopic periodic orbits on a closed irreducible 3-manifold is incompressible.
Fundação de Amparo a Pesquisa do Estado de Alagoas
Provaremos que um toro transversal a um campo de vetores Axioma A que não exibe poço, fonte e órbita periódica homotópica a um ponto sobre uma variedade tridimensional, fechada, irredutível é incompressível.
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Aguilar, Ponce Abraham Crescencio. "El axioma de elección en topología y álgebra." Bachelor's thesis, Universidad Nacional Mayor de San Marcos, 2009. https://hdl.handle.net/20.500.12672/15116.

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Enuncia, posteriormente, los axiomas que rigen la teoría de conjuntos en matemáticas: los axiomas de Zermelo - Fraenkel, los mismos que son caracterizados mediante el uso de símbolos propios de un lenguaje formal. Uno de los axiomas de esta teoría, el axioma de elección, es presentado y se establece su equivalencia con dos principios: el Lema de Zorn y el Teorema del buen orden. Posteriormente, se muestran algunas aplicaciones del axioma de elección en dos ramas de la Matemática: Topología y álgebra. En el primer caso se presenta el concepto de filtro y, mediante el uso del axioma, su extensión hacia un ultrafiltro. Finalmente, en el segundo caso, se presenta una definición de bases de Hamel y su existencia. Luego, se establece una equivalencia entre este principio y el axioma de elección.
Trabajo de suficiencia profesional
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Boardman, Alex Graminho. "Extra ecclesiam nulla salus: percurso histórico e atualidade do axioma." Pontifícia Universidade Católica do Rio Grande do Sul, 2015. http://hdl.handle.net/10923/7749.

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This dissertation analyzes the controversial extra ecclesiam nulla salus ecclesiological axiom. Many statements are made about the axiom that is being studied, however, one can see that some of these statements are illegitimate. By studying it, one can realize that it is an axiom which, when denied or mistakenly understood, denies the fundamental truths of the Church of Jesus Christ. At the risk of being interpreted in order to deny the fundamental truths of the Catholic faith, even inside the Church. Thus, from a historical reconstruction, through its theological reality and, finally, aiming its update by hermeneutical paths, we tried to read the axiom, through its contextualization and a faithful approach to the Scripture, Tradition and the Magisterium, what it really says and what it does not say.
A presente dissertação analisa o controverso axioma eclesiológico extra ecclesiam nulla salus. Muitas afirmações são feitas a partir do axioma estudado, porém, será possível perceber que algumas delas são ilegítimas. Ao estudá-lo, é possível perceber que se trata de um axioma que, ao ser negado ou compreendido de forma equivocada, nega verdades fundamentais da Igreja de Jesus Cristo. Correndo o risco de ser interpretado erroneamente, mesmo no interno da Igreja, de modo a também negar verdades fundamentais à fé católica. Assim, partindo de uma reconstrução histórica, passando pela sua realidade teológica e, finalmente, visando sua atualização pelos caminhos hermenêuticos, procurou-se ler no axioma, através da sua contextualização e de uma abordagem fiel às Escrituras, à Tradição e ao Magistério, aquilo que ele verdadeiramente diz e o que ele não diz.
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Freitas, Aline Claro de [UNESP]. "Origami: o uso como instrumento alternativo no ensino da geometria." Universidade Estadual Paulista (UNESP), 2016. http://hdl.handle.net/11449/134280.

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Frente à realidade do ensino contemporâneo que demanda a necessidade de diversificar o uso de estratégias de ensino, pretendemos propor uma abordagem, por meio de material concreto e que pode tornar-se bastante significativa no ensino da matemática. Este trabalho discute sobre a história, aplicações clássicas e utilização do origami em sala de aula. Após uma breve apresentação histórica sobre o origami, apresentamos uma abordagem axiomática deste instrumento. Dois dos três famosos problemas matemáticos gregos da antiguidade que não podem ser solucionados através da régua e compasso: trissecção do ângulo e duplicação do cubo encontram uma solução por meio das técnicas de origami. Além disso, apresentamos sugestões de roteiros de aulas e a atividade aplicada em sala de aula que obteve resultado satisfatório.
Faced with the reality of contemporary teaching that demands the need to diversify the use of teaching strategies, we intend to propose an approach through concrete material and can become quite significant in mathematics education. This monograph discusses about the history, classic applications and use origami in the classroom. After a brief historical introduction about origami, we present an axiomatic approach of this instrument. Two of the three famous Greek mathematical problems of antiquity that can’t be solved by ruler and compass: trisection angle and doubling the cube find a solution through of origami techniques. In addition, we present suggestions classes scripts and the activitie applied in the classroom that obtained satisfactory result.
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Boardman, Alex Graminho. "Extra ecclesiam nulla salus : percurso hist?rico e atualidade do axioma." Pontif?cia Universidade Cat?lica do Rio Grande do Sul, 2015. http://tede2.pucrs.br/tede2/handle/tede/6428.

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This dissertation analyzes the controversial extra ecclesiam nulla salus ecclesiological axiom. Many statements are made about the axiom that is being studied, however, one can see that some of these statements are illegitimate. By studying it, one can realize that it is an axiom which, when denied or mistakenly understood, denies the fundamental truths of the Church of Jesus Christ. At the risk of being interpreted in order to deny the fundamental truths of the Catholic faith, even inside the Church. Thus, from a historical reconstruction, through its theological reality and, finally, aiming its update by hermeneutical paths, we tried to read the axiom, through its contextualization and a faithful approach to the Scripture, Tradition and the Magisterium, what it really says and what it does not say.
A presente disserta??o analisa o controverso axioma eclesiol?gico extra ecclesiam nulla salus. Muitas afirma??es s?o feitas a partir do axioma estudado, por?m, ser? poss?vel perceber que algumas delas s?o ileg?timas. Ao estud?-lo, ? poss?vel perceber que se trata de um axioma que, ao ser negado ou compreendido de forma equivocada, nega verdades fundamentais da Igreja de Jesus Cristo. Correndo o risco de ser interpretado erroneamente, mesmo no interno da Igreja, de modo a tamb?m negar verdades fundamentais ? f? cat?lica. Assim, partindo de uma reconstru??o hist?rica, passando pela sua realidade teol?gica e, finalmente, visando sua atualiza??o pelos caminhos hermen?uticos, procurou-se ler no axioma, atrav?s da sua contextualiza??o e de uma abordagem fiel ?s Escrituras, ? Tradi??o e ao Magist?rio, aquilo que ele verdadeiramente diz e o que ele n?o diz.
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Borges, Gabriela Lafetá. "Lévinas e o giro ontológico : axioma e utopia na ética do outro." reponame:Repositório Institucional da UnB, 2007. http://repositorio.unb.br/handle/10482/2874.

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Dissertação (mestrado)—Universidade de Brasília, Instituto de Humanidades, Departamento de Filosofia, Programa de Pós-Gradução, 2007.
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O presente estudo pretende expor a possibilidade mesma da moralidade, entre o fascínio e o fato, às voltas com a linguagem que, inevitavelmente, a configura e a põe à prova. Nos caminhos do filósofo Franco-Lituano, Emmanuel Lévinas (1906-1995), é proposto um confronto com a ontologia como resposta última à questão do ser – seu jogo temporal de devires e consumações como obra da verdade -, trazendo à tona, em seu lugar, a integridade do rosto como linguagem original: começo e fim de uma consideração extrema e de uma responsabilidade como convocação irredutível. É desse confronto com toda uma tradição na filosofia e num período da história que constrangeu drasticamente a expansão do homem, que Lévinas nega um conceito ao ‘homem’ para lançar-se à esfera do direito pela via ética. Do arrebatamento em ser nas mãos de um sujeito que diz “Eu”, Lévinas põe a questão do meu direito em ser, evocando, assim, a intriga filosófica por excelência e a vida mesma do espírito, qual seja, o acontecimento ético que coloca o Outro à cena do mundo. _____________________________________________________________________________________________ RÉSUMÉ
L’étude présente a comme but exposer la possibilité même de la moralité, entre la fascination et le fait, dans ce qui se rapporte au langage, lequel inévitablement la configure et la juge. A partir du philosophe Franc-Lituanien, Emmanuel Lévinas (1906-1995), une confrontation s’impose entre ses idées et l’ontologie. Celle-ci comme la réponse dernière à la question de l’être – son jeu temporel de devenirs et consommations comme l’œuvre de la verité. Ainsi, il éveille, au lieu de l’ontologie, l’intégrité du visage comme langage original: commencement et fin d’une considération extrême et d’une responsabilité comme convocation irréductible. C’est à partir de cette confrontation avec toute une tradition philosophique et dans une période de l’histoire qui contraingnit terriblement l’expansion de l’homme, que Lévinas nie un concept à ‘l’homme’ pour se lancer au domaine du droit par la vie éthique. De l’exaltation en être dans les mains d’un sujet qui dit « Je », Lévinas met la question de mon droit en être, en évoquant l’intrigue philosophique par excellence et la vie même de l’esprit, c’est-à-dire, l’évènement éthique qui place l’Autre dans la scène du monde.
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Guimarães, Miranda Maximiliano. "Repensando a interface sintaxe-fonologia a partir do axioma de correspondencia linear." [s.n.], 1998. http://repositorio.unicamp.br/jspui/handle/REPOSIP/269027.

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Orientador: Charlotte Galves
Dissertação (mestrado) - Universidade Estadual de Campinas, Instituto de Estudos da Linguagem
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Resumo: Esta dissertação trata da interface sintaxe-fonologia. O quadro teórico é definido no âmbito de duas teorias complementares: o Programa Minimalista (Chomsk.ry 1993, 1994, 1995; Kayne 1994) & a Teoria da Hierarquia Prosódica (Selkirk 1984, 1986; Nespor & Vogel 1986; Inkelas & Zec 1990). Faço aqui as seguintes propostas: (i) Ao se reinterpretar o passos de base & o passo recursivo da versão pós-kayneana do LCA como sendo dois algoritmos distintos de mapeamento do componente fonológico, é possivel capturar algumas propriedades básicas da estrutura prosódica; (ii) Os procedimentos de mapeamento da computação fonológica são aplicados na seguinte ordem: linearização, morfologia, hierarquização prosódica e regras fonológicas stricto sensu, (iii) Depois da linearização, as informações sintáticas deixam definitivamente de estar disponíveis para o componente fonológico. Toda e qualquer operação subseqüente deverá se aplicar com 1;>ase apenas nas informações codificadas nas strings geradas pelo 'LCA fatorado'; (iv) O sistema computacional permite a geração de projeções vácuas através de operações de auto-conexão - para evitar estruturas não-linearizáveis; (v) A geometria da hierarquia prosódica é organizada em camadas, de tal' modo que palavras prosódicas são imediatamente p-dominadas tanto por sintagmas fonológicos como por sintagmas entoacionais, os quais pertencem a duas subierarquias paralelas
Abstract: This dissertation deals with the syntax-phonology interface. The theoretical framework consists of two complementary theories: the Minimalist Program (Chomsky 1993, 1994, 1995; Kayne 1994) & the Theory of Prosodic Hierarchy (Selkirk 1984, 1986; Nespor & Vogel 1986; Inkelas & Zec 1990). Here I make the following claims: (i) By taking the base & the recursive steps of the bare-phrase version of Kayne's LCA to be two distinct mapping algorithms of the PF component, it is possible to account for some core properties of prosodic structure; (ii) The mapping procedures of the phonological computation . are derivationally ordered as follows: linearization, morphology, prosodic phrasing and pure phonological rules; (iii) After linearization takes place, syntactic information is not availabe for the PF component. Any further operations have to proceed solely on the basis of the information encoded in the strings generated by the 'factored LCA'; (iv) The computational system allows the generation of vacuous projections, through self-merge operations, in order to avoid unlinearizeable structures; (v) The geometry of the prosodic .hierarchy is organized in tiers, so that prosodic words are immediately p-dominated both by phonological phrases and by intonational phrases, which belong to two parallel subhierarchies
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Books on the topic "Axioma"

1

1930-, Borge Tomás, ed. El axioma de la esperanza. Caracas, Venezuela: Ediciones CENTAURO, 1986.

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Erro, Luis Enrique. Axioma: El pensamiento matemático contemporáneo. México: Dirección de Difusión Cultural, Departamento Editorial, 1985.

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Bucer, Martin. Defensio adversus Axioma catholicum id est criminationem R.P. Roberti episcopi Abrincensis (1534). Leiden: Brill, 2000.

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Pérez, Nuria Yagües. Diario a un marinero: El V postulado = Emerologio proz ena taxidiote : to V axioma. Madrid: Incipit Editores, 2011.

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Kulicki, Piotr. Aksjomatyczne systemy rachunku nazw. Lublin: Wydawn. KUL, 2011.

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Woodin, W. H. The axiom of determinacy, forcing axioms, and the nonstationary ideal. 2nd ed. Berlin: De Gruyter, 2010.

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The axiom of determinacy, forcing axioms, and the nonstationary ideal. Berlin: W. de Gruyter, 1999.

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Pont, Pascual. Axiomas y conectores. Valencia: Universidad Politécnica de Valencia, 2003.

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Ron, Hubbard L. Advanced procedure & axioms. Copenhagen K, Denmark: New ERA Publications International APS, 1993.

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The Zürich axioms. New York: New American Library, 1985.

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Book chapters on the topic "Axioma"

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Mathur, Umang, P. Madhusudan, and Mahesh Viswanathan. "What’s Decidable About Program Verification Modulo Axioms?" In Tools and Algorithms for the Construction and Analysis of Systems, 158–77. Cham: Springer International Publishing, 2020. http://dx.doi.org/10.1007/978-3-030-45237-7_10.

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Abstract We consider the decidability of the verification problem of programs modulo axioms — automatically verifying whether programs satisfy their assertions, when the function and relation symbols are interpreted as arbitrary functions and relations that satisfy a set of first-order axioms. Though verification of uninterpreted programs (with no axioms) is already undecidable, a recent work introduced a subclass of coherent uninterpreted programs, and showed that they admit decidable verification [26]. We undertake a systematic study of various natural axioms for relations and functions, and study the decidability of the coherent verification problem. Axioms include relations being reflexive, symmetric, transitive, or total order relations, functions restricted to being associative, idempotent or commutative, and combinations of such axioms as well. Our comprehensive results unearth a rich landscape that shows that though several axiom classes admit decidability for coherent programs, coherence is not a panacea as several others continue to be undecidable.
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Barseghyan, Hakob. "Axioms." In The Laws of Scientific Change, 123–64. Cham: Springer International Publishing, 2015. http://dx.doi.org/10.1007/978-3-319-17596-6_4.

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Kóczy, László Á. "Axioms." In Theory and Decision Library C, 153–71. Cham: Springer International Publishing, 2018. http://dx.doi.org/10.1007/978-3-319-69841-0_8.

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Armstrong, M. A. "Axioms." In Undergraduate Texts in Mathematics, 6–10. New York, NY: Springer New York, 1988. http://dx.doi.org/10.1007/978-1-4757-4034-9_2.

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Thom, Paul. "Axioms." In The Logic of Essentialism, 31–46. Dordrecht: Springer Netherlands, 1996. http://dx.doi.org/10.1007/978-94-009-1663-0_3.

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Weik, Martin H. "axiom." In Computer Science and Communications Dictionary, 94. Boston, MA: Springer US, 2000. http://dx.doi.org/10.1007/1-4020-0613-6_1228.

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Benker, Hans. "AXIOM." In Ingenieurmathematik mit Computeralgebra-Systemen, 25–28. Wiesbaden: Vieweg+Teubner Verlag, 1998. http://dx.doi.org/10.1007/978-3-322-86587-8_4.

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Wagner, Tim. "Axiom." In Aristoteles-Handbuch, 208–9. Stuttgart: J.B. Metzler, 2021. http://dx.doi.org/10.1007/978-3-476-05742-6_28.

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"6. Axioma." In Scatter 1, 238–82. Fordham University Press, 2020. http://dx.doi.org/10.1515/9780823270552-008.

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"El axioma de Celso." In Antropología del astronauta cotidiano, 49–58. Editorial Jorge Tadeo Lozano, 2020. http://dx.doi.org/10.2307/j.ctv131bwzn.7.

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Conference papers on the topic "Axioma"

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Navarro, Juan F. "EL ARTE COMO AXIOMA DEL ARTE." In III Congreso Internacional de Investigación en Artes Visuales :: ANIAV 2017 :: GLOCAL. Valencia: Universitat Politècnica València, 2017. http://dx.doi.org/10.4995/aniav.2017.4617.

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Desde que las primeras mujeres comenzaron a representar escenas de caza en las paredes de las cuevas, el Arte se ha valido de los métodos y procesos de la Ciencia. En la postmodernidad, su discurso se ha vuelto cada vez más complejo, autorreferencial y, en cierto sentido, axiomático: el Arte se presenta como un axioma del Arte. Expresado en términos análogos a los planteados en el teorema de incompletitud de Gödel, podemos afirmar que hay proposiciones del sistema del Arte que no son decidibles dentro del propio sistema. El objeto de AXIOMA es construir una teoría axiomática del sistema del Arte basada en la formulación de Zermelo-Fraenkel. Tal sistema queda definido por su lenguaje, sistema de axiomas y sistema lógico. El lenguaje está formado por términos, que designan objetos del sistema, y fórmulas, que representan aserciones sobre estos objetos. El sistema lógico permite inferir proposiciones y, en un principio, lo asumiremos dado de modo intuitivo. En realidad, AXIOMA es un imposible, como lo fue el programa de Hilbert. La meta de este programa era encontrar un conjunto de axiomas para la aritmética que cumpliera las cuatro propiedades siguientes: (1) Consistencia: no puede demostrarse un enunciado y su negación a partir de los axiomas. (2) La validez de cualquier demostración basada en esos axiomas debe ser verificable en un número finito de pasos. (3) Cualquier enunciado o su contrario debe ser demostrable a partir de los axiomas. (4) La consistencia de los axiomas debe ser verificable en un número finito de pasos. El primer teorema de incompletitud de Gödel establece que si se cumplen (1) y (2), entonces (3) nunca puede cumplirse. Aunque AXIOMA es un proyecto abocado al fracaso, esperamos que sirva para arrojar algo de luz sobre algunas afirmaciones en relación al sistema del Arte.http://dx.doi.org/10.4995/ANIAV.2017.4617
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Yang, Y. S., B. S. Jang, Y. S. Song, Y. S. Yeon, and S. H. Do. "Application of Design Axioms to Marine Design Problems." In ASME 2000 International Design Engineering Technical Conferences and Computers and Information in Engineering Conference. American Society of Mechanical Engineers, 2000. http://dx.doi.org/10.1115/detc2000/dtm-14558.

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Abstract The Design Axioms proposed by N. P. Suh consist of Independence Axiom and Information Axiom. The Independence Axiom assists a designer in generating good design alternatives by considering the relations between the functions and the physical product using a hierarchical mapping procedure. The Information Axiom, which is related to the probability of achieving the given functional requirements, can be used as a criterion for the selection of the best solution among the proposed alternatives in the conceptual or preliminary design stage. In the early stages of marine design, especially ship design, there exists a lot of uncertainty because of the size and complexity of a marine vehicle. The uncertainty often leads to a probabilistic approach rather than a deterministic approach. The ship designs are mostly routine design to change an existing design case a little. In this paper, the availability of the Design Axioms in this marine design field will be investigated through three examples. In the conceptual design of a thruster, the Independence Axiom will be proven to be useful in examining the independence of functional requirements at each level of the decomposition process. In main engine selection example, the Information Axiom will be used for selecting the best solution among the given alternatives by estimating their respective information contents under the uncertain and ambiguous condition. In the structural design, some difficulties arise in maintaining the independence of functional requirements in general because the number of design parameters is greater than that of functional requirements. Therefore, there is much trouble in generalizing the application of the Design Axioms for the structural design, especially for the preliminary design where the principal design parameters of a design object have to be determined after its shape fixed. This paper will try a generalized approach to the similarity-based design where it is important to select which parameters should be changed and in what order they should be changed. How to make use of the Design Axioms will be showed in a barge design example. However, a lot of research is needed for the generalized application of the Design Axioms for the structural design.
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Zhou, Chunlai, Biao Qin, and Xiaoyong Du. "A Savage-style Utility Theory for Belief Functions." In Twenty-Seventh International Joint Conference on Artificial Intelligence {IJCAI-18}. California: International Joint Conferences on Artificial Intelligence Organization, 2018. http://dx.doi.org/10.24963/ijcai.2018/712.

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In this paper, we provide an axiomatic justification for decision making with belief functions by studying the belief-function counterpart of Savage's Theorem where the state space is finite and the consequence set is a continuum [l, M] (l<M). We propose six axioms for a preference relation over acts, and then show that this axiomatization admits a definition of qualitative belief functions comparing preferences over events that guarantees the existence of a belief function on the state space. The key axioms are uniformity and an analogue of the independence axiom. The uniformity axiom is used to ensure that all acts with the same maximal and minimal consequences must be equivalent. And our independence axiom shows the existence of a utility function and implies the uniqueness of the belief function on the state space. Moreover, we prove without the independence axiom the neutrality theorem that two acts are indifferent whenever they generate the same belief functions over consequences. At the end of the paper, we compare our approach with other related decision theories for belief functions.
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Wąs, Tomasz, and Oskar Skibski. "An Axiom System for Feedback Centralities." In Thirtieth International Joint Conference on Artificial Intelligence {IJCAI-21}. California: International Joint Conferences on Artificial Intelligence Organization, 2021. http://dx.doi.org/10.24963/ijcai.2021/62.

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In recent years, the axiomatic approach to centrality measures has attracted attention in the literature. However, most papers propose a collection of axioms dedicated to one or two considered centrality measures. In result, it is hard to capture the differences and similarities between various measures. In this paper, we propose an axiom system for four classic feedback centralities: Eigenvector centrality, Katz centrality, Katz prestige and PageRank. We prove that each of these four centrality measures can be uniquely characterized with a subset of our axioms. Our system is the first one in the literature that considers all four feedback centralities.
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Rudolph, Stephan. "On a Mathematical Foundation of Axiomatic Design." In ASME 1996 Design Engineering Technical Conferences and Computers in Engineering Conference. American Society of Mechanical Engineers, 1996. http://dx.doi.org/10.1115/96-detc/dtm-1530.

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Abstract The axiomatic design approach and its two underlying postulates, the independence and the information axiom, introduced by Suh (1990) are based on the fundamental claim that “there are generalizable principles that govern the design process and that these in the form of the design axioms are general principles or self-evident truths that cannot be derived or proven to be true except that there are no counter-examples or exceptions” (adapted from (Suh, 1994)). This paper shortly describes a mathematical framework which allows replacing the independence and the information axiom with the so-called evaluation hypothesis (Rudolph, 1995a). This evaluation hypothesis is based on the technique of dimensional analysis known from physics and allows the straightforward derivation of expressions that in special cases match the above stated independence axiom. For the information axiom a different mathematical expression is obtained. The new theoretical approach has the advantage of possessing an epistemological foundation in form of four fundamental requirements for the evaluation model of a design object which can be motivated through a rational thought process. The two different model assumptions are compared, discussed and illustrated using a published axiomatic design reference example.
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Harutunian, Vigain, Anne Harutunian, Kegham A. Harutunian, and Shant Harutunian. "Evaluating Functional Coupling in Aeration Basin Air Distribution Systems." In ASME 2015 International Mechanical Engineering Congress and Exposition. American Society of Mechanical Engineers, 2015. http://dx.doi.org/10.1115/imece2015-51211.

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Axiomatic Design provides a set of axioms and corollaries to help make system design decisions. In this paper, the independence axiom is applied to evaluate alternate low pressure air (LPA) distribution system designs to serve the aeration basins of a wastewater treatment plant. The airflow to each air zone is defined as a functional requirement (FR) in the functional domain. A design parameter (DP) in the physical domain is selected to achieve each FR. The DPs include the LPA motor operated valve (MOV) damper positions and a process air blower inlet guide vane (IGV) position. Three design alternatives are developed and evaluated with the respect to the independence axiom. Each subsequent alternative attempts to reduce the amount of functional coupling. Reduced functional coupling in an LPA system results in a more stable treatment process and greater system longevity through reduced component wear.
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Di Vecchia, Paolo, Maurizio Giannotti, Massimiliano Lattanzi, and Axel Lindner. "Round Table on Axions and Axion-like Particles." In XIII Quark Confinement and the Hadron Spectrum. Trieste, Italy: Sissa Medialab, 2019. http://dx.doi.org/10.22323/1.336.0034.

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El-Haik, Basem, and Kai Yang. "Measures of Complexity in Design." In ASME 1999 Design Engineering Technical Conferences. American Society of Mechanical Engineers, 1999. http://dx.doi.org/10.1115/detc99/dac-8569.

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Abstract The introduction of axiomatic design approach contributed to the advancement of design practices by directing research toward useful arenas. One of these arenas is concerned with elimination/minimization of vulnerabilities that are established in entity as a result of violation of design axioms. One major vulnerability is complexity which can be addressed in the context of the Information Axiom. In this paper, we identified three components of design complexity: coupling, variability, and correlation. We used information measures as complexity measures and derived mathematical relationships that quantify these components within the context of the axiomatic design approach.
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Schleich, Benjamin, Michael Walter, Sandro Wartzack, Nabil Anwer, and Luc Mathieu. "A Comprehensive Framework for Skin Model Simulation." In ASME 2012 11th Biennial Conference on Engineering Systems Design and Analysis. American Society of Mechanical Engineers, 2012. http://dx.doi.org/10.1115/esda2012-82204.

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The need for geometrical variations management is an important issue in design, manufacturing and all other phases of product development. Two main axioms cover geometrical variations, namely the axiom of manufacturing imprecision and the axiom of measurement uncertainty. Therefore, this paper reviews common models for the description of non-ideal geometry (shape with geometric deviations) and shows how the random field theory can be applied to create more realistic skin models (a model which comprises these geometric deviations). Furthermore, methods to estimate and to express the underlying random field from a sample population are shown. These can be used to create and simulate random shapes considering systematic and random deviations observed through measurement or gathered from manufacturing process simulations. The proposed approach incorporates given information from manufacturing process simulations or prototypes. Based on these information, skin model samples are created which can represent the “realistic” part in assembly simulations or other geometrical analyses. This can help to identify the optimal tolerance sets within every stage of the product development process. The efficiency of the introduced approaches is shown in a case study.
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Jahangir, Ebad, and Dan Frey. "Differential Entropy As a Measure of Information Content in Axiomatic Design." In ASME 1999 Design Engineering Technical Conferences. American Society of Mechanical Engineers, 1999. http://dx.doi.org/10.1115/detc99/dtm-8751.

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Abstract Axiomatic design theory aims to put the design process on a more scientific footing and is based on two axioms, viz., the independence axiom and the information axiom. Several quantitative measures to determine the degree of independence between functional requirement have been defined in the past and their use illustrated through numerous examples. However, very little work exists on quantifying information content of a design. In this paper, we outline the existing measures of information content and propose a more general quantitative measure. This measure is based on the concept of entropy from information theory. The case of discrete as well as differential entropy is examined in the context of axiomatic design. Differential entropy is proposed as a measure of information content. A case study is presented which demonstrates and compares the use of quantitative measures of information content in a design. It is shown that differential entropy offers a more general measure of information content in a design than Sun’s information measure or Taguchi’s signal-to-noise ratio and, therefore, may serve as a decision criterion in engineering design.
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Reports on the topic "Axioma"

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Herlihy, Maurice P., and Jennette M. Wing. Axioms for Concurrent Objects. Fort Belvoir, VA: Defense Technical Information Center, December 1987. http://dx.doi.org/10.21236/ada200584.

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McCune, W. Single axioms for Boolean algebra. Office of Scientific and Technical Information (OSTI), June 2000. http://dx.doi.org/10.2172/764208.

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Epstein, Larry, and Stanley Zin. The Independence Axiom and Asset Returns. Cambridge, MA: National Bureau of Economic Research, July 1991. http://dx.doi.org/10.3386/t0109.

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Cross, C. B. Alternative Trace Axioms for the WHILE Construct. Fort Belvoir, VA: Defense Technical Information Center, October 1988. http://dx.doi.org/10.21236/ada200346.

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Veroff, R., and W. McCune. A Short Sheffer axiom for Boolean algebra. Office of Scientific and Technical Information (OSTI), June 2000. http://dx.doi.org/10.2172/764209.

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Svrcek, Peter, and Edward Witten. Axions in String Theory. Office of Scientific and Technical Information (OSTI), June 2006. http://dx.doi.org/10.2172/883239.

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van Bibber, K. A. Searches for invisible axions. Office of Scientific and Technical Information (OSTI), July 1998. http://dx.doi.org/10.2172/16780.

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Sikivie, P. Dark matter axions `96. Office of Scientific and Technical Information (OSTI), December 1996. http://dx.doi.org/10.2172/446290.

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Andreoni, James, and Charles Sprenger. Uncertainty Equivalents: Testing the Limits of the Independence Axiom. Cambridge, MA: National Bureau of Economic Research, August 2011. http://dx.doi.org/10.3386/w17342.

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Davis, R. COMMENTS ON AXION STRINGS. Office of Scientific and Technical Information (OSTI), March 1986. http://dx.doi.org/10.2172/1447917.

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