Results for 'symbolic inversion'

960 found
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  1.  9
    Symbolic Inversion and the Vanishing of Art - An Experientialist Account of Baudrillard’s Simulacra Aesthetics -. 김혜영 - 2021 - Cheolhak-Korean Journal of Philosophy 149:181-212.
    이 글의 목적은 ‘예술의 사라짐’에 관한 보드리야르의 비판을 ‘기호의 역전’ 현상으로 검토함으로써, 그 과도성을 ‘탈신체화된 기호화’의 문제로 해명하는데 있다. 보드리야르는 이미지의 조작이 이루어지는 소비사회의 예술이, 미디어 기술로 인해 예술의 일상화 또는 전세계를 미학화함으로써 미적가치를 포화상태로 만들었고 분석한다. 그러한 예술의 ‘평범함’이 부정성과 창조성을 통한 비판적 거리를 상실하게 만들었고, 이제 소비사회의 예술은 ‘초과실재’의 세계만을 순환적으로 재생산함으로써 ‘예술의 공모’에 동참하고 있다는 것이다. 그 결과 현대예술은 이미지 또는 기호들의 과잉증식만을 보여 주는 초과실재의 숙명처럼, 그 스스로 무가치해지며 소멸될 수밖에 없는 ‘초미학’의 운명을 맞이한다. 그러나 필자는 (...)
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  2. "The Reversible World. Symbolic Inversion in Art and Society": Edited by Barbara A. Babcock. [REVIEW]David Pocock - 1979 - British Journal of Aesthetics 19 (2):177.
     
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  3.  24
    A note on symbolic inversion.George G. Leckie - 1943 - Philosophical Review 52 (3):289-298.
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  4.  21
    Тhe Symbol of the swastika as the concentration values: сause inversion symbol.Mariya Yarkina - 2013 - Ukrainian Religious Studies 68:140-149.
    In the process of studying the transformation and inversion of symbols, it becomes clear that the analytic context of socio-cultural axiology, which permits the identification of mechanisms for the formation of values ​​with the help of symbols, is of particular importance for the understanding of the symbol. Since the symbol is the sphere of the functioning of the unconscious, suggestive-emotional influence on a person, he is able to embody those values ​​and achievements that have not yet become the subject (...)
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  5. Inversion by definitional reflection and the admissibility of logical rules: Inversion by definitional reflection.Wagner De Campos Sanz - 2009 - Review of Symbolic Logic 2 (3):550-569.
    The inversion principle for logical rules expresses a relationship between introduction and elimination rules for logical constants. Hallnäs & Schroeder-Heister proposed the principle of definitional reflection, which embodies basic ideas of inversion in the more general context of clausal definitions. For the context of admissibility statements, this has been further elaborated by Schroeder-Heister. Using the framework of definitional reflection and its admissibility interpretation, we show that, in the sequent calculus of minimal propositional logic, the left introduction rules are (...)
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  6.  48
    Inversion by definitional reflection and the admissibility of logical rules.Wagner Campos Sanz & Thomas Piecha - 2009 - Review of Symbolic Logic 2 (3):550-569.
    The inversion principle for logical rules expresses a relationship between introduction and elimination rules for logical constants. Hallnäs & Schroeder-Heister proposed the principle of definitional reflection, which embodies basic ideas of inversion in the more general context of clausal definitions. For the context of admissibility statements, this has been further elaborated by Schroeder-Heister . Using the framework of definitional reflection and its admissibility interpretation, we show that, in the sequent calculus of minimal propositional logic, the left introduction rules (...)
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  7.  67
    On inverse γ-systems and the number of l∞λ- equivalent, non-isomorphic models for λ singular.Saharon Shelah & Pauli Väisänen - 2000 - Journal of Symbolic Logic 65 (1):272 - 284.
    Suppose λ is a singular cardinal of uncountable cofinality κ. For a model M of cardinality λ, let No (M) denote the number of isomorphism types of models N of cardinality λ which are L ∞λ - equivalent to M. In [7] Shelah considered inverse κ- systems A of abelian groups and their certain kind of quotient limits Gr(A)/ Fact(A). In particular Shelah proved in [7, Fact 3.10] that for every cardinal μ there exists an inverse κ-system A such that (...)
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  8.  45
    Jump inversions inside effectively closed sets and applications to randomness.George Barmpalias, Rod Downey & Keng Meng Ng - 2011 - Journal of Symbolic Logic 76 (2):491 - 518.
    We study inversions of the jump operator on ${\mathrm{\Pi }}_{1}^{0}$ classes, combined with certain basis theorems. These jump inversions have implications for the study of the jump operator on the random degrees—for various notions of randomness. For example, we characterize the jumps of the weakly 2-random sets which are not 2-random, and the jumps of the weakly 1-random relative to 0′ sets which are not 2-random. Both of the classes coincide with the degrees above 0′ which are not 0′-dominated. A (...)
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  9.  39
    Frank B. Cannonito and Mark Finkelstein. On primitive recursive permutations and their inverses. The journal of symbolic logic, vol. 34 , pp. 634–638.John P. Cleave - 1973 - Journal of Symbolic Logic 38 (4):655.
  10.  48
    Inverse topological systems and compactness in abstract model theory.Daniele Mundici - 1986 - Journal of Symbolic Logic 51 (3):785-794.
    Given an abstract logic L = L(Q i ) i ∈ I generated by a set of quantifiers Q i , one can construct for each type τ a topological space S τ exactly as one constructs the Stone space for τ in first-order logic. Letting T be an arbitrary directed set of types, the set $S_T = \{(S_\tau, \pi^\tau_\sigma)\mid\sigma, \tau \in T, \sigma \subset \tau\}$ is an inverse topological system whose bonding mappings π τ σ are naturally determined by (...)
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  11.  19
    The Inversion of Functions Defined by Turing Machines.John Mccarthy - 1970 - Journal of Symbolic Logic 35 (3):481-481.
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  12.  70
    Limits on jump inversion for strong reducibilities.Barbara F. Csima, Rod Downey & Keng Meng Ng - 2011 - Journal of Symbolic Logic 76 (4):1287-1296.
    We show that Sacks' and Shoenfield's analogs of jump inversion fail for both tt- and wtt-reducibilities in a strong way. In particular we show that there is a ${\mathrm{\Delta }}_{2}^{0}$ set B > tt ∅′ such that there is no c.e. set A with A′ ≡ wtt B. We also show that there is a ${\mathrm{\Sigma }}_{2}^{0}$ set C > tt ∅′ such that there is no ${\mathrm{\Delta }}_{2}^{0}$ set D with D′ ≡ wtt C.
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  13.  19
    Living Systems Escape Solipsism by Inverse Causality to Manage the Probability Distribution of Events.Toshiyuki Nakajima - 2021 - Philosophies 6 (1):11.
    The external worlds do not objectively exist for living systems because these worlds are unknown from within systems. How can they escape solipsism to survive and reproduce as open systems? Living systems must construct their hypothetical models of external entities in the form of their internal structures to determine how to change states (i.e., sense and act) appropriately to achieve a favorable probability distribution of the events they experience. The model construction involves the generation of symbols referring to external entities. (...)
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  14.  28
    Indirect Proof and Inversions of Syllogisms.Roy Dyckhoff - 2019 - Bulletin of Symbolic Logic 25 (2):196-207.
    By considering the new notion of theinversesof syllogisms such asBarbaraandCelarent, we show how the rule ofIndirect Proof, in the form (no multiple or vacuous discharges) used by Aristotle, may be dispensed with, in a system comprising four basic rules of subalternation or conversion and six basic syllogisms.
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  15.  29
    The inverse of a regressive object.W. F. Gross - 1983 - Journal of Symbolic Logic 48 (3):804-815.
    If C 1 , ..., C k are members of a certain class of suitable categories (which contains those arising from models with dimension), C = C 1 × ⋯ × C k , C' is a suitable category, F: C → C' is a partial recursive combinatorial functor satisfying a certain property (which, if C = C 1 , is that F is nonconstant) and U ∈ C, then (1) if FU is regressive so is U as is each (...)
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  16.  7
    The Child That Haunts Us: Symbols and Images in Fairytale and Miniature Literature.Susan Hancock - 2008 - Routledge.
    _The Child That Haunts Us_ focuses on the symbolic use of the child archetype through the exploration of miniature characters from the realms of children’s literature. Jung argued that the child archetype should never be mistaken for the ‘real’ child. In this book Susan Hancock considers how the child is portrayed in literature and fairytale and explores the suggestion from Jung and Bachelard that the symbolic resonance of the miniature is inversely proportionate to its size. We encounter many (...)
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  17. On primitive recursive permutations and their inverses.Frank B. Cannonito & Mark Finkelstein - 1969 - Journal of Symbolic Logic 34 (4):634-638.
    It has been known for some time that there is a primitive recursive permutation of the nonnegative integers whose inverse is recursive but not primitive recursive. For example one has this result apparently for the first time in Kuznecov [1] and implicitly in Kent [2] or J. Robinson [3], who shows that every singularly recursive function ƒ is representable aswhere A, B, C are primitive recursive and B is a permutation.
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  18.  2
    We still have the symbols: study of the Treatises of Harmony of Antonio Colinas as an example of practical philosophy.Ramiro Guardia Esteso - 2024 - Alpha (Osorno) 58:238-249.
    Resumen: Este trabajo presenta un estudio empírico sobre la direccionalidad en la traducción de los adverbios de grado chinos. Se ha adoptado una metodología cuantitativa basada en corpus y se ha realizado un estudio cualitativo para analizar las diferencias entre las traducciones directas e inversas de los adverbios de grado en un corpus paralelo construido para este estudio. El resultado muestra que los traductores hispanos prefieren utilizar el método de equivalencia, mientras que los chinos tienden a usar el método de (...)
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  19.  14
    Scott S. Cramer, Inverse limit reflection and the structure of L( V λ+1 ). Journal of Mathematical Logic, vol. 15 (2015), no. 1, p. 1550001 (38 pp.). [REVIEW]Xianghui Shi - 2020 - Bulletin of Symbolic Logic 26 (2):170-171.
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  20.  61
    Learned Categorical Perception in Neural Nets: Implications for Symbol Grounding.Stevan Harnad & Stephen J. Hanson - unknown
    After people learn to sort objects into categories they see them differently. Members of the same category look more alike and members of different categories look more different. This phenomenon of within-category compression and between-category separation in similarity space is called categorical perception (CP). It is exhibited by human subjects, animals and neural net models. In backpropagation nets trained first to auto-associate 12 stimuli varying along a onedimensional continuum and then to sort them into 3 categories, CP arises as a (...)
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  21.  43
    A consistent combinatory logic with an inverse to equality.Frederic B. Fitch - 1980 - Journal of Symbolic Logic 45 (3):529-543.
  22.  38
    M. A. Gavrilov and V. A. Hvoščuk. Métod častičnoj invérsii v réléjnyh shémah. Doklady Akadémii Nauk SSSR, vol. 75 , pp. 685–687. - M. A. Gavrilov and V. A. Kvoshchuk. Partial inversion method of relay circuits. English translation of the preceding. Multilith-offset. Morris D. Friedman, Inc., Needham Heights, Mass., c. 1957, 4 pp. [REVIEW]P. Szeptycki - 1959 - Journal of Symbolic Logic 24 (3):258-259.
  23.  25
    Markov A. A.. Ob invérsionnoj složnosti sistém funkcij. Doklady Akadémii Nauk SSSR, vol. 116 , pp. 917–919.Markov A. A.. On the inversion complexity of a system of functions. English translation of the preceding by Morris D. Friedman. Journal of the Association for Computing Machinery, vol. 5 , pp. 331–334. [REVIEW]E. N. Gilbert - 1965 - Journal of Symbolic Logic 30 (3):378-379.
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  24.  25
    Review: Luciano Allende Lezama, Armando Asti Vera, El Concepto de Inversion en el Pensamiento. [REVIEW]W. V. Quine - 1951 - Journal of Symbolic Logic 16 (3):214-214.
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  25.  24
    The Artificial Enclave: Redefining Culture.Noa Gedi & Yigal Elam - 2020 - Eidos. A Journal for Philosophy of Culture 4 (1):70-87.
    This article offers a new definition of culture which hinges on what we consider to be its most distinctive feature, namely its artificiality. Our definition enables us to resolve some of the main issues and controversies involved in the concept of culture and its course of development. We argue that the large human brain played a revolutionary role in inverting the course of natural adaptation of the human species. This dramatic turnabout allowed humans to set their own conditions of existence (...)
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  26. Number-space mapping in human infants.Elizabeth S. Spelke & William James Hall - unknown
    Mature representations of number are built on a core system of numerical representation that connects to spatial representations in the form of a ‘mental number line’. The core number system is functional in early infancy, but little is known about the origins of the mapping of numbers onto space. Here we show that preverbal infants transfer the discrimination of an ordered series of numerosities to the discrimination of an ordered series of line lengths. Moreover, infants construct relationships between individual numbers (...)
     
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  27.  37
    Rosen's modelling relations via categorical adjunctions.Elias Zafiris - 2012 - International Journal of General Systems 41 (5):439-474.
    Rosen's modelling relations constitute a conceptual schema for the understanding of the bidirectional process of correspondence between natural systems and formal symbolic systems. The notion of formal systems used in this study refers to information structures constructed as algebraic rings of observable attributes of natural systems, in which the notion of observable signifies a physical attribute that, in principle, can be measured. Due to the fact that modelling relations are bidirectional by construction, they admit a precise categorical formulation in (...)
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  28. Consequence Mining: Constans Versus Consequence Relations.Denis Bonnay & Dag Westerståhl - 2012 - Journal of Philosophical Logic 41 (4):671-709.
    The standard semantic definition of consequence with respect to a selected set X of symbols, in terms of truth preservation under replacement (Bolzano) or reinterpretation (Tarski) of symbols outside X, yields a function mapping X to a consequence relation ⇒x. We investigate a function going in the other direction, thus extracting the constants of a given consequence relation, and we show that this function (a) retrieves the usual logical constants from the usual logical consequence relations, and (b) is an inverse (...)
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  29.  15
    The path to post-modernity, or, 'god is dead and we did it for the kids!'.Colin D. Pearce - unknown
    This paper attempts to present a 'time line' of the increasing levels of doubt and anxiety about the path of 'Progressive Civilization' from the heyday of Victorian liberalism in the early 19th Century to the rise of postmodernism in our day. It does so by tracking a line of thought through John Stuart Mill, Lord Bryce, Matthew Arnold, Henry Adams, Friedrich Nietzsche, Martin Heidegger and Walter Lippmann. It uses the quip coined by the Yippie leader Abbie Hoffmann in the 1960's (...)
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  30.  32
    CSR Actions, Brand Value, and Willingness to Pay a Premium Price for Luxury Brands: Does Long-Term Orientation Matter?Mbaye Fall Diallo, Norchène Ben Dahmane Mouelhi, Mahesh Gadekar & Marie Schill - 2020 - Journal of Business Ethics 169 (2):241-260.
    Sustainable luxury is a strategic issue for managers and for society, yet it remains poorly understood. This research seeks to clarify how corporate social responsibility actions directly and indirectly affect consumers’ willingness to pay a premium price for luxury brand products, as well as how a long-term orientation might moderate these relationships. A scenario study presents fictional CSR actions of two brands, representing different luxury products, to 1,049 respondents from two countries. The results of a structural equation modeling approach show (...)
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  31. Children’s understanding of the relationship between addition and subtraction.Camilla K. Gilmore & Elizabeth S. Spelke - 2008 - Cognition 107 (3):932-945.
    In learning mathematics, children must master fundamental logical relationships, including the inverse relationship between addition and subtraction. At the start of elementary school, children lack generalized understanding of this relationship in the context of exact arithmetic problems: they fail to judge, for example, that 12 + 9 - 9 yields 12. Here, we investigate whether preschool children’s approximate number knowledge nevertheless supports understanding of this relationship. Five-year-old children were more accurate on approximate large-number arithmetic problems that involved an inverse transformation (...)
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  32.  44
    Advances in Peircean Mathematics: The Colombian School.Fernando Zalamea (ed.) - 2022 - De Gruyter.
    The book explores Peirce's non standard thoughts on a synthetic continuum, topological logics, existential graphs, and relational semiotics, offering full mathematical developments on these areas. More precisely, the following new advances are offered: (1) two extensions of Peirce's existential graphs, to intuitionistic logics (a new symbol for implication), and other non-classical logics (new actions on nonplanar surfaces); (2) a complete formalization of Peirce's continuum, capturing all Peirce's original demands (genericity, supermultitudeness, reflexivity, modality), thanks to an inverse ordinally iterated sheaf of (...)
  33.  15
    Studies and exercises in formal logic.John Neville Keynes - 2019 - New York: Snova.
    In addition to a somewhat detailed exposition of certain portions of what may be called the book-work of formal logic, the following pages contain a number of problems worked out in detail and unsolved problems, by means of which the student may test his command over logical processes. In the expository portions of Parts I, II, and III, dealing respectively with terms, propositions, and syllogisms, the traditional lines are in the main followed, though with certain modifications; e.g., in the systematisation (...)
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  34.  32
    Langue morte et langue vivante.Alexis Philonenko - 2007 - Revue de Métaphysique et de Morale 54 (2):157-178.
    La langue morte est celle qui est complète. Dans la mesure où elle est complète, elle ne peut plus évoluer, et tout ce qui lui est extérieur dans l’horizon linguistique est le fruit d’une dérivation illogique (ce qui suppose que la dérivation est, du point de vue éthique, une chute originelle – et que, illogique, elle s’oppose au Logos). Il est bien évident que l’idée d’une langue morte est une Idée de la raison, plus proche du mythe que du concept (...)
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  35.  19
    Paradox, Harmony, and Crisis in Phenomenology.Judson Webb - 2017 - In Stefania Centrone (ed.), Essays on Husserl’s Logic and Philosophy of Mathematics. Dordrecht, Netherland: Springer Verlag.
    Husserl’s first work formulated what proved to be an algorithmically complete arithmetic, lending mathematical clarity to Kronecker’s reduction of analysis to finite calculations with integers. Husserl’s critique of his nominalism led him to seek a philosophical justification of successful applications of symbolic arithmetic to nature, providing insight into the “wonderful affinity” between our mathematical thoughts and things without invoking a pre-established harmony. For this, Husserl develops a purely descriptive phenomenology for which he found inspiration in Mach’s proposal of a (...)
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  36.  12
    On the immanentization of the religious ideal in the culture (according to "Diaries" of Protopresbyter Alexander Schmemann).Акимов О.Ю - 2024 - Philosophy and Culture (Russian Journal) 6:38-60.
    The problem of the immanentization of the religious ideal is explicated in the context of cultural history as a synchronous "movement" from idea to ideal and from ideal to idea. In the process of realizing the idea of the transcendent within the framework of the Christian tradition, its immanentization takes place – reduction to ultimate forms that can be considered based on the intuition of potential infinity (ancient tradition) and based on the intuition of actual infinity (Christian philosophy). The intuition (...)
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  37.  19
    The Journey of Woman Image with Faith From Past to Present:Freud, Jung and Fromm’s Projections Regarding Woman.Gülüşan Göcen - 2019 - Cumhuriyet İlahiyat Dergisi 23 (3):1121-1141.
    The aim of this article is to reveal with an overall approach, how the psycho-social background, starting from woman image in first periods and reach modern day, is embraced by outstanding theorists of modern psychology, and also how these collected works are reflected in their definitions of woman. If it is considered that woman has been discussed with reflections against and not from primary sources throughout history, it can be seen that the most essential roots of woman narrations can be (...)
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  38.  53
    Horrent with Mysterious Spiculæ’. Augustus De Morgan’s Logic Notation of 1850 as a ‘Calculus of Opposite Relations.Anna-Sophie Heinemann - 2018 - History and Philosophy of Logic 39 (1):29-52.
    The present paper expounds the logic notation proposed by Augustus De Morgan in 1850 from within the original context of De Morgan’s account of syllogistic logic and his approach to quantification. The notational system of 1850 is shown to be a flexible tool to state inferences, to prove their validity and to derive formulæ of the respective system by ‘blind’ application of transformation rules. These pertain to the swapping of operator signs, which are of inverse ‘character’ in a two-fold sense: (...)
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  39.  6
    La vie bienheureuse comme t'che de l’architecture.Petra Lohmann & Jean Quétier - 2020 - Archives de Philosophie 2:145-160.
    L’éducation à la vie, entendue en son sens le plus haut comme libre réalisation de soi, constitue la finalité constante de l’œuvre philosophique de Fichte. Au sens spéculatif, Fichte combine le concept d’image et la possibilité de proposer des visions du futur dans lesquelles l’image idéale ne vise pas à dépeindre la réalité, mais à l’inverse représente le futur. La transcription de ces images ou idées dans la réalité ne saurait s’effectuer qu’au moyen de l’art, offrant ainsi une vision sensuelle (...)
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  40.  65
    Periodic Orbit Quantization: How to make Semiclassical Trace Formulae Convergent.Jörg Main & Günter Wunner - 2001 - Foundations of Physics 31 (3):447-474.
    Periodic orbit quantization requires an analytic continuation of non-convergent semiclassical trace formulae. We propose two different methods for semiclassical quantization. The first method is based upon the harmonic inversion of semiclassical recurrence functions. A band-limited periodic orbit signal is obtained by analytical frequency windowing of the periodic orbit sum. The frequencies of the periodic orbit signal are the semiclassical eigenvalues, and are determined by either linear predictor, Padé approximant, or signal diagonalization. The second method is based upon the direct (...)
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  41.  36
    The Structure of Lughz and Muʿammā in Arabic Poetry: A Theoretical Overview on Ibn al-Fāriḍ’s Dīwān.Murat Tala - 2018 - Cumhuriyet İlahiyat Dergisi 22 (2):939-967.
    The tradition of Lughz and muʿammā in Arab poetry has an important place. Ibn al-Fāriḍ (d. 632/1235) is a divine love poet that lived in the Ayyubids period. He is an important point in the process of change and transformation of Arabic poetry language. This research aims to carry out a theoretical and anecdotal examination of the Lughzes in Ibn al-Fāriḍ’s Dīwān. The work explains, firstly, the concept of Lughz in terms of conceptual content and theoretical structure and summarizes its (...)
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  42. Pure logic of iterated full ground.Jon Erling Litland - 2018 - Review of Symbolic Logic 11 (3):411-435.
    This article develops the Pure Logic of Iterated Full Ground (PLIFG), a logic of ground that can deal with claims of the form “ϕ grounds that (ψ grounds θ)”—what we call iterated grounding claims. The core idea is that some truths Γ ground a truth ϕ when there is an explanatory argument (of a certain sort) from premisses Γ to conclusion ϕ. By developing a deductive system that distinguishes between explanatory and nonexplanatory arguments we can give introduction rules for operators (...)
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  43. The Method of In-between in the Grotesque and the Works of Leif Lage.Henrik Lübker - 2012 - Continent 2 (3):170-181.
    “Artworks are not being but a process of becoming” —Theodor W. Adorno, Aesthetic Theory In the everyday use of the concept, saying that something is grotesque rarely implies anything other than saying that something is a bit outside of the normal structure of language or meaning – that something is a peculiarity. But in its historical use the concept has often had more far reaching connotations. In different phases of history the grotesque has manifested its forms as a means of (...)
     
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  44. Categorical Modeling of Natural Complex Systems. Part I: Functorial Process of Representation.Elias Zafiris - 2008 - Advances in Systems Science and Applications 8 (2):187-200.
    We develop a general covariant categorical modeling theory of natural systems’ behavior based on the fundamental functorial processes of representation and localization-globalization. In the first part of this study we analyze the process of representation. Representation constitutes a categorical modeling relation that signifies the semantic bidirectional process of correspondence between natural systems and formal symbolic systems. The notion of formal systems is substantiated by algebraic rings of observable attributes of natural systems. In this perspective, the distinction between simple and (...)
     
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  45.  35
    How (Not) to Look at a Woman: Bodily Encounters and the Failure of the Gaze in Horace's C. 1.19.Elizabeth H. Sutherland - 2003 - American Journal of Philology 124 (1):57-80.
    Like the lovers of Roman elegy, the speaker of C. 1.19 claims to be dominated by his beloved. As in elegy, however, this "inversion" is a sham. The speaker retains control over his beloved while expressing his secret hostility toward her. Associating Glycera's body with toxic, uncontrolled nature, the lover claims that he risks harm simply by gazing upon her. He attempts to control his unruly object of desire by identifying her as material for his poetry, by immobilizing her (...)
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  46.  18
    Die „verkehrte Welt“: Er-Örterung raumtheoretischer Dimensionen der Flucht.Giovanni Tidona - 2018 - Studia Phaenomenologica 18:329-344.
    The discourse on escaping is primarily directed towards the who of escape. The question of what and how of escaping in its cultural-anthropological significance is usually neglected. The present paper claims to overcome this inadequacy by exploring escape eo ipso and as a spatial-theoretical phenomenon. For this purpose, it is necessary to rethink escape as a triple articulated phenomenological topology based on three vectors: escape as a start, escape as a transition and escape as a destination/refuge. The escape-vectors play the (...)
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  47.  46
    Rousseau and the order of the public celebration.Luc Vincenti - 2015 - Trans/Form/Ação 38 (s1):15-26.
    RESUMO:Longe de ser uma simples inversão de valores ou transbordamento pulsional, a festa, por sua natureza coletiva e sua relação com a política, é, antes de tudo, uma cerimônia. Porque as pessoas se entregam ao espetáculo, a festa é, para Rousseau, a oportunidade de expressar a legitimidade política profunda que se enraiza, ao lado da liberdade envolvida no contrato, na unidade da natureza humana e de toda a natureza como ordem do mundo. Assim, a ordem está presente na festa, mesmo (...)
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  48.  51
    Exception in Žižek's Thought.Erik Vogt - 2007 - Diacritics 37 (2/3):61-77.
    In lieu of an abstract, here is a brief excerpt of the content:Exception in Žižek’s ThoughtErik Vogt (bio)One cannot fail to be struck by the repeated occurrences and invocations of some logic of exception as well as by the proliferation of examples or stand-ins for exceptional positions (“Jew”; “woman”; “class struggle”) or exceptional collectives (“proletariat”; “slum dwellers”) in many of Slavoj Žižek’s writings. The significance of thinking exception is evident not only in Žižek’s powerful reconceptualization of (a supposedly outdated) ideology (...)
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  49. Museum as Process.Carol S. Jeffers - 2003 - Journal of Aesthetic Education 37 (1):107.
    In lieu of an abstract, here is a brief excerpt of the content:The Journal of Aesthetic Education 37.1 (2003) 107-119 [Access article in PDF] Museum as Process Carol S. Jeffers Introduction Today's art museums are committed to completing major expansion and renovation projects, and vigorously carrying out their stated missions. 1 These missions typically are concerned with processes of acquisition, preservation, exhibition, and education. The National Gallery of Art, for example, is dedicated to "preserving, collecting, exhibiting, and fostering the understanding (...)
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  50.  8
    Dystopia as Liberation: Disturbing Femininities in Contemporary Thailand.Rachel V. Harrison - 2017 - Feminist Review 116 (1):64-83.
    Despite the stereotypical, outsider view of Thailand as a thriving hub of international sex tourism, traditional and local constructions of Thainess instead privilege the position of the ‘good’ Thai woman—a model of sexual propriety, demure physicality and aesthetic perfection. This is the image of femininity that is heralded by Thailand's Tourist Authority and by government agencies alike as a marketable symbol of cultural refinement and national pride. But this disturbing ‘utopian’ construction of femininity might for some be considered a dystopia (...)
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