Results for 'Kojiro Fujita'

169 found
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  1.  88
    Force and Knowledge: Foucault’s Reading of Nietzsche.Kojiro Fujita - 2013 - Foucault Studies 16:116-133.
    Building on Nietzsche’s view of power, Foucault developed an original analysis of power by making use of concepts like “disciplinary power,” “bio-power,” “governmentality,” etc.; however, existing studies have not sufficiently examined his reading of Nietzsche’s works on this topic. Therefore, in order to clarify the connection between the two, this article examines Foucault’s reading of Nietzsche in detail. Firstly, this article examines the notion of “force” which Foucault recognized is at the center of Nietzsche’s view of power, and will explicitly (...)
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  2.  12
    Fujita Tōka, Aizawa Seishisai, Fujita Yūkoku.Tōko Fujita - 1974 - Edited by Yashushi Aizawa, Yūkoku Fujita & Bunsō Hashikawa.
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  3. Fujita Yukoku kankei shiryō.Yukoku Fujita - 1977
     
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  4. Fujita Tōko senshū.Tōko Fujita - 1944 - Edited by Yoshijirō Takasu.
     
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  5. Indo tetsugaku to Bukkyō: Fujita Kōtatsu Hakushi kanreki kinen ronshū.Kåotatsu Fujita & Fujita Kåotatsu Hakushi Kanreki Kinen Ronshåu Kankåokai (eds.) - 1989 - Kyōto-shi: Heirakuji Shoten.
  6.  71
    Understanding Self-Control as a Whole vs. Part Dynamic.Kentaro Fujita, Jessica J. Carnevale & Yaacov Trope - 2016 - Neuroethics 11 (3):283-296.
    Although dual-process or divided-mind models of self-control dominate the literature, they suffer from empirical and conceptual challenges. We propose an alternative approach, suggesting that self-control can be characterized by a fragmented part versus integrated whole dynamic. Whereas responses to events derived from fragmented parts of the mind undermine self-control, responses to events derived from integrated wholes enhance self-control. We review empirical evidence from psychology and related disciplines that support this model. We, moreover, discuss the implications of this work for psychology, (...)
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  7.  22
    Locally o-Minimal Structures with Tame Topological Properties.Masato Fujita - 2023 - Journal of Symbolic Logic 88 (1):219-241.
    We consider locally o-minimal structures possessing tame topological properties shared by models of DCTC and uniformly locally o-minimal expansions of the second kind of densely linearly ordered abelian groups. We derive basic properties of dimension of a set definable in the structures including the addition property, which is the dimension equality for definable maps whose fibers are equi-dimensional. A decomposition theorem into quasi-special submanifolds is also demonstrated.
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  8.  37
    Propagation of partial randomness.Kojiro Higuchi, W. M. Phillip Hudelson, Stephen G. Simpson & Keita Yokoyama - 2014 - Annals of Pure and Applied Logic 165 (2):742-758.
    Let f be a computable function from finite sequences of 0ʼs and 1ʼs to real numbers. We prove that strong f-randomness implies strong f-randomness relative to a PA-degree. We also prove: if X is strongly f-random and Turing reducible to Y where Y is Martin-Löf random relative to Z, then X is strongly f-random relative to Z. In addition, we prove analogous propagation results for other notions of partial randomness, including non-K-triviality and autocomplexity. We prove that f-randomness relative to a (...)
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  9.  40
    On the indistinguishability of classical particles.S. Fujita - 1991 - Foundations of Physics 21 (4):439-457.
    If no property of a system of many particles discriminates among the particles, they are said to be indistinguishable. This indistinguishability is equivalent to the requirement that the many-particle distribution function and all of the dynamic functions for the system be symmetric. The indistinguishability defined in terms of the discrete symmetry of many-particle functions cannot change in the continuous classical statistical limit in which the number density n and the reciprocal temperature β become small. Thus, microscopic particles like electrons must (...)
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  10.  27
    The existential fragment of second-order propositional intuitionistic logic is undecidable.Ken-Etsu Fujita, Aleksy Schubert, Paweł Urzyczyn & Konrad Zdanowski - 2024 - Journal of Applied Non-Classical Logics 34 (1):55-74.
    The provability problem in intuitionistic propositional second-order logic with existential quantifier and implication (∃,→) is proved to be undecidable in presence of free type variables (constants). This contrasts with the result that inutitionistic propositional second-order logic with existential quantifier, conjunction and negation is decidable.
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  11.  36
    The Philosophy of the Kyoto School.Masakatsu Fujita (ed.) - 2018 - Singapore: Springer Singapore.
    The main purpose of this book is to offer to philosophers and students abroad who show a great interest in Japanese philosophy and the philosophy of the Kyoto school major texts of the leading philosophers. This interest has surely developed out of a desire to obtain from the thought of these philosophers, who stood within the interstice between East and West, a clue to reassessing the issues of philosophy from the ground up or to drawing new creative possibilities.The present condition (...)
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  12.  20
    Effective strong nullness and effectively closed sets.Kojiro Higuchi & Takayuki Kihara - 2012 - In S. Barry Cooper (ed.), How the World Computes. pp. 303--312.
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  13.  28
    Weak theories of concatenation and minimal essentially undecidable theories: An encounter of WTC\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$${\mathsf{WTC}}$$\end{document} and S2S\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$${\mathsf{S2S}}$$\end{document}.Kojiro Higuchi & Yoshihiro Horihata - 2014 - Archive for Mathematical Logic 53 (7-8):835-853.
    We consider weak theories of concatenation, that is, theories for strings or texts. We prove that the theory of concatenation WTC-ε\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$${\mathsf{WTC}^{-\varepsilon}}$$\end{document}, which is a weak subtheory of Grzegorczyk’s theory TC-ε\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$${\mathsf{TC}^{-\varepsilon}}$$\end{document}, is a minimal essentially undecidable theory, that is, the theory WTC-ε\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$${\mathsf{WTC}^{-\varepsilon}}$$\end{document} is essentially undecidable and if one omits an axiom scheme from WTC-ε\documentclass[12pt]{minimal} \usepackage{amsmath} (...)
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  14.  48
    The Significance of Japanese Philosophy.Masakatsu Fujita & Bret W. Davis - 2013 - Journal of Japanese Philosophy 1 (1):5-20.
    When I deliver an introductory lecture on Japanese Philosophy, I always raise the following question: Is it appropriate to modify the word philosophy with an adjective such as Japanese? Philosophy is, after all, a discipline that addresses universal problems, and so transcends the restrictions implied in geographical descriptors. However, as Kuki Shūzō argues in his essay “Tokyo and Kyoto,” I think that this is only part, and not the whole truth of the matter.One’s thinking takes place within the framework of (...)
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  15.  91
    Bloch electron dynamics.Shigeji Fujita, Salvador Godoy & Diep Nguyen - 1995 - Foundations of Physics 25 (8):1209-1220.
    New equations of motion for a Bloch electron [momentum p=h k,energy ε n(p),zone number n, charge -e]: $$m_j \frac{{dv_j }}{{dt}} = - e(E + v \times B)_j $$ are proposed, where v≡∂εn(p)/∂p is the velocity, and {mj}are the principal masses m j − 1=∂2εn/∂p j 2 along the normal and the two principal axes of curvatures at each point of the constant-energy surface represented by ε=εn(p).Their advantages over the prevalent equations of motion where the left-hand-side is replaced by hk j (...)
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  16.  34
    Co-evolution of internalization and externalization in the emergence of the human lexicon.Haruka Fujita - 2020 - Evolutionary Linguistic Theory 2 (2):195-215.
    There has been a long-standing controversy in the context of language evolution on whether the original function of human language was internal thought or external communication. However, given the fact that language clearly serves both functions, internalization and externalization must have been co-evolutionarily acted in the emergence of human language. This article proposes a theoretical hypothesis about this co-evolutionary relationship of internalization and externalization, which especially explains the emergence of the human lexicon. To discuss the evolution of language from a (...)
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  17. Gendai no tetsugaku.Kenji Fujita, Yoshio Kayano & Keiichi Kashiwabara - 1970 - Gakubunsha. Edited by Yoshio Kayano, Kashiwabara, Keiichi & [From Old Catalog].
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  18. Kōdōkan ki jutsugi.Tōko Fujita - 1940 - Tōkyō: Iwanami Shoten. Edited by Katsuyoshi Tsukamoto.
     
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  19. Nishida Kitarō: ikiru koto to tetsugaku.Masakatsu Fujita - 2007 - Tōkyō: Iwanami Shoten.
     
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  20.  9
    Philosophie und Religion beim jungen Hegel: unter besonderer Berücksichtigung seiner Auseinandersetzung mit Schelling.Masakatsu Fujita - 1985 - Bonn: Bouvier.
  21.  13
    Uniformly locally o‐minimal open core.Masato Fujita - 2021 - Mathematical Logic Quarterly 67 (4):514-524.
    This paper discusses sufficient conditions for a definably complete expansion of a densely linearly ordered abelian group to have uniformly locally o‐minimal open cores of the first/second kind and strongly locally o‐minimal open core, respectively.
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  22.  30
    University with conditions: A deconstructive reading of Derrida's “the university without condition”.Hisashi Fujita - 2012 - Southern Journal of Philosophy 50 (2):250-272.
    The possibility of a Derridian theory of the university lies not in the discussion of the “as if” in “The University without Condition” but, rather, in a theoretical crack that Derrida's book promised to elucidate—between the “as if” and the “perhaps,” the performative and the event, transcendence and immanence. Moreover, we see a kind of rupture between this book and numerous texts from the 1970s and 80s, which are collected and published under the title of Right to Philosophy. Here lies (...)
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  23. Wakaki hitobito ni.Kenji Fujita - 1964
     
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  24. "Zen no kenkyū" no hyakunen: sekai e/sekai kara.Masakatsu Fujita (ed.) - 2011 - Kyōto-shi: Kyōto Daigaku Gakujutsu Shuppankai.
     
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  25.  21
    Defining a randomness notion via another.Kojiro Higuchi & Ningning Peng - 2014 - Mathematical Logic Quarterly 60 (4-5):280-288.
    To compare two randomness notions with each other, we ask whether a given randomness notion can be defined via another randomness notion. Inspired by Yu's pioneering study, we formalize our question using the concept of relativization of randomness. We give some solutions to our formalized questions. Also, our results include the affirmative answer to the problem asked by Yu in a discussion with the second author, i.e., whether Schnorr randomness relative to the halting problem is equivalent to Martin‐Löf randomness relative (...)
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  26. Montesukyū ni okeru hō no gainen.Wada Kojirō - 1954 - In Kōtarō Tanaka & Tomoo Odaka (eds.), Shizenhō to sekaihō: Tanaka Sensei kanreki kinen. Tōkyō: Yūhikaku.
     
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  27. Hōgaku genron.Kojirō Wada - 1948
     
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  28. Hō o meguru tōsō to hō no seisei.Kojirō Wada - 1953
     
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  29. Hō to ningen.Kojirō Wada - 1948
  30. Kindai shizenhōgaku no hatten.Kojirō Wada - 1951
     
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  31. Ningen, shizenhō, jitteihō: hō no rekishisei o meguru hōtetsugaku.Kojirō Wada - 2023 - Tōkyō: Shoshi Shinsui.
     
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  32.  21
    Uniformly locally o-minimal structures and locally o-minimal structures admitting local definable cell decomposition.Masato Fujita - 2020 - Annals of Pure and Applied Logic 171 (2):102756.
    We define and investigate a uniformly locally o-minimal structure of the second kind in this paper. All uniformly locally o-minimal structures of the second kind have local monotonicity, which is a local version of monotonicity theorem of o-minimal structures. We also demonstrate a local definable cell decomposition theorem for definably complete uniformly locally o-minimal structures of the second kind. We define dimension of a definable set and investigate its basic properties when the given structure is a locally o-minimal structure which (...)
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  33.  32
    Dimension inequality for a definably complete uniformly locally o-minimal structure of the second kind.Masato Fujita - 2020 - Journal of Symbolic Logic 85 (4):1654-1663.
    Consider a definably complete uniformly locally o-minimal expansion of the second kind of a densely linearly ordered abelian group. Let $f:X \rightarrow R^n$ be a definable map, where X is a definable set and R is the universe of the structure. We demonstrate the inequality $\dim ) \leq \dim $ in this paper. As a corollary, we get that the set of the points at which f is discontinuous is of dimension smaller than $\dim $. We also show that the (...)
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  34.  15
    Almost o-minimal structures and X -structures.Masato Fujita - 2022 - Annals of Pure and Applied Logic 173 (9):103144.
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  35.  18
    Tameness of definably complete locally o‐minimal structures and definable bounded multiplication.Masato Fujita, Tomohiro Kawakami & Wataru Komine - 2022 - Mathematical Logic Quarterly 68 (4):496-515.
    We first show that the projection image of a discrete definable set is again discrete for an arbitrary definably complete locally o‐minimal structure. This fact together with the results in a previous paper implies a tame dimension theory and a decomposition theorem into good‐shaped definable subsets called quasi‐special submanifolds. Using this fact, we investigate definably complete locally o‐minimal expansions of ordered groups when the restriction of multiplication to an arbitrary bounded open box is definable. Similarly to o‐minimal expansions of ordered (...)
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  36.  15
    Pregeometry over locally o‐minimal structures and dimension.Masato Fujita - forthcoming - Mathematical Logic Quarterly.
    We define a discrete closure operator for definably complete locally o‐minimal structures. The pair of the underlying set of and the discrete closure operator forms a pregeometry. We define the rank of a definable set over a set of parameters using this fact and call it ‐dimension. A definable set X is of dimension equal to the ‐dimension of X. The structure is simultaneously a first‐order topological structure. The dimension rank of a set definable in the first‐order topological structure also (...)
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  37. Man and the Concept of History in the East.Kojiro Yoshikawa - 1963 - Diogenes 11 (42):14-19.
    Of all the nations in the East, the Chinese have had and still have the keenest awareness of the function of history, influencing, to a lesser extent, Japan, Korea, Vietnam, etc.The best evidence of this is the fact that events which occurred in China have been continuously recorded by the Chinese, chronologically and with accuracy as to dates, with greater and greater precision as time went on, up to today. We know that the First Emperor of the Ch'in Empire, the (...)
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  38.  14
    構造的解釈から見た時空の創発.Sho Fujita - 2020 - Journal of the Japan Association for Philosophy of Science 48 (1):1-19.
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  39. Naze kagaku hihan na no ka.Shingo Fujita - 1984 - Tōkyō: Keisō Shobō.
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  40.  11
    Nishida Kitarō no shisaku sekai: junsui keiken kara sekai ninshiki e.Masakatsu Fujita - 2011 - Tōkyō: Iwanami Shoten.
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  41. Nishida Kitarō, sono kiseki to keifu (Kuwaki Genyoku, Tanabe Hajime, Kōsaka Masaaki, Yamauchi Tokuryū): tetsugaku no bungakuteki kōsatsu.Kenji Fujita - 1993 - Tōkyō: Hōsei Daigaku Shuppankyoku.
     
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  42. Questions Posed by Nishida's Philosophy.M. Fujita - 2004 - Synthesis Philosophica 19 (1):7-18.
     
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  43. Rekishiteki sekai to ningen sonzai.Kenji Fujita - 1964
     
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  44.  22
    Effectively closed mass problems and intuitionism.Kojiro Higuchi - 2012 - Annals of Pure and Applied Logic 163 (6):693-697.
  45.  36
    One vehicle or three?Fujita Kōtatsu - 1975 - Journal of Indian Philosophy 3 (1-2):79-166.
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  46.  19
    Japanese Sculpture of the Tempyō Period: Masterpieces of the Eighth CenturyJapanese Sculpture of the Tempyo Period: Masterpieces of the Eighth Century.Kojiro Tomita, Langdon Warner & James Marshall Plumer - 1961 - Journal of the American Oriental Society 81 (3):337.
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  47.  20
    The Craft of the Japanese Sculptor.Kojiro Tomita & Langdon Warner - 1936 - Journal of the American Oriental Society 56 (4):536.
  48. Hōgaku josetsu.Kojirō Wada - 1952
     
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  49. Hōtetsugaku.Kojirō Wada - 1943
     
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  50.  8
    Understanding self-control as a problem of regulatory scope.Kentaro Fujita, Yaacov Trope & Nira Liberman - 2025 - Psychological Review 132 (1):50-75.
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