Results for 'Masanobu Fukuoka'

16 found
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  1.  6
    Mu.Masanobu Fukuoka - 1973
    大地から生まれた自然農法の極意。米麦・野菜・果樹、あらゆる農の実践を縦横無尽に説く。「無」三部作実践篇。.
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  2.  28
    Combining Intuitionistic and Classical Propositional Logic: Gentzenization and Craig Interpolation.Masanobu Toyooka & Katsuhiko Sano - forthcoming - Studia Logica:1-31.
    This paper studies a combined system of intuitionistic and classical propositional logic from proof-theoretic viewpoints. Based on the semantic treatment of Humberstone (J Philos Log 8:171–196, 1979) and del Cerro and Herzig (Frontiers of combining systems: FroCoS, Springer, 1996), a sequent calculus $$\textsf{G}(\textbf{C}+\textbf{J})$$ is proposed. An approximate idea of obtaining $$\textsf{G}(\textbf{C}+\textbf{J})$$ is adding rules for classical implication on top of the intuitionistic multi-succedent sequent calculus by Maehara (Nagoya Math J 7:45–64, 1954). However, in the semantic treatment, some formulas do not (...)
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  3.  11
    The sovereign and the prophets: Spinoza on Grotian and Hobbesian biblical argumentation.Atsuko Fukuoka - 2018 - Boston: Brill.
    Tracing key biblical topics recurrent in Grotian and Hobbesian discourses on the church-state relationship, The Sovereign and the Prophetsexamines Spinoza's Old Testament interpretation in the Theologico-political Treatiseand elucidates his effort to establish what Hobbes could not adequately offer to the Dutch: the liberty to philosophize. Fukuoka develops an original method for understanding seventeenth-century biblical arguments as a shared political paradigm. Her in-depth analysis reveals the discourses that converged on the question, 'Who stands immediately under God to mediate His will (...)
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  4. Chikokka kongen.Honda Masanobu - 1976 - In Tatsuya Naramoto (ed.), Kinsei seidōron. Tōkyō: Iwanami Shoten.
     
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  5.  6
    Jukyō girei to kinsei Nihon shakai: Ansai gakuha no "Karei" jissen.Masanobu Matsukawa - 2020 - Tōkyō: Bensei Shuppan.
    科挙のような儒教的制度を有さない他方、仏教によって葬儀や祭祀が主導されていた近世日本社会。そうした社会を生きる儒者達は、儒教儀礼、殊に東アジアで絶大な影響力を誇った『家礼』記載の喪祭礼を、どのように捉 え、そしていかにして実践しようと試みていたのか。長期間にわたってこの問題と真摯に向き合い続けた、山崎闇斎を学祖とする闇斎学派に着目、思想と社会とが様々に交錯する現場に立ち入ることで、これまで見落とされ てきた近世日本儒教の新しい一面を照らし出す。.
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  6.  13
    Semantic Incompleteness of Hilbert system for a Combination of Classical and Intuitionistic Propositional Logic.Masanobu Toyooka & Katsuhiko Sano - 2023 - Australasian Journal of Logic 20 (3):397-411.
    This paper shows Hilbert system (C+J)-, given by del Cerro and Herzig (1996) is semantically incomplete. This system is proposed as a proof theory for Kripke semantics for a combination of intuitionistic and classical propositional logic, which is obtained by adding the natural semantic clause of classical implication into intuitionistic Kripke semantics. Although Hilbert system (C+J)- contains intuitionistic modus ponens as a rule, it does not contain classical modus ponens. This paper gives an argument ensuring that the system (C+J)- is (...)
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  7.  23
    A bridge between cerebellar long-term depression and discrete motor learning: Studies on gene knockout mice.Masanobu Kano - 1996 - Behavioral and Brain Sciences 19 (3):488-490.
  8.  25
    Long-lasting potentiation of GABAergic inhibitory synaptic transmission in cerebellar Purkinje cells: Its properties and possible mechanisms.Masanobu Kano - 1996 - Behavioral and Brain Sciences 19 (3):354-361.
    The cellular basis of motor learning in the cerebellum has been attributed mostly to long-term depression (LTD) at excitatory parallel fiber (PF)-Purkinje cell (PC) synapses. LTD is induced when PFs are activated in conjunction with a climbing fiber (CF), the other excitatory input to PCs. Recently, by using whole-cell patch-clamp recording from PCs in cerebellar slices, a new form of synaptic plasticity was discovered. Stimulation of excitatory CFs induced a long-lasting (usually longer than 30 min) of 30 sec) and the (...)
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  9.  16
    New players for cerebellar long-term depression.Masanobu Kano - 1996 - Behavioral and Brain Sciences 19 (3):462.
  10. Ningen no kokoro to hō.Hayao Kawai & Masanobu Katō (eds.) - 2003 - Tōkyō: Yūhikaku.
     
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  11.  15
    Fukuoka Shin'ichi, Nishida tetsugaku o yomu: seimei o meguru shisaku no tabi: dōteki heikō to zettai mujunteki jiko dōitsu.Yoshiaki Ikeda - 2017 - Tōkyō: Akashi Shoten. Edited by Shin'ichi Fukuoka.
    生物学者と哲学者が西田哲学を共通項に生命について徹底的に考え抜く。時間論を経て知の統合に向かう碩学2人による記念碑的対話。.
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  12. Yasunori Fukuoka, Lives of Young Koreans in Japan.J. Smith - 2002 - Thesis Eleven 69:120-121.
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  13.  10
    The Sovereign and the Prophets: Spinoza on Grotian and Hobbesian Biblical Argumentation, written by Fukuoka, Atsuko.Jeffrey Collins - 2020 - Hobbes Studies 33 (2):196-200.
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  14. Kazumi Manabe, The Syntactic and Stylistic Development of the Infinitive in Middle English. Fukuoka: Kyushu University Press, 1989. Pp. 206; many tables. $65. [REVIEW]N. F. Blake - 1992 - Speculum 67 (1):186-187.
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  15. 弥生時代中期における戦争:人骨と人口動態の関係から(Prehistoric Warfare in the Middle Phase of the Yayoi Period in Japan : Human Skeletal Remains and Demography).Tomomi Nakagawa, Hisashi Nakao, Kohei Tamura, Yuji Yamaguchi, Naoko Matsumoto & Takehiko Matsugi - 2019 - Journal of Computer Archaeology 1 (24):10-29.
    It has been commonly claimed that prehistoric warfare in Japan began in the Yayoi period. Population increases due to the introduction of agriculture from the Korean Peninsula to Japan resulted in the lack of land for cultivation and resources for the population, eventually triggering competition over land. This hypothesis has been supported by the demographic data inferred from historical changes in Kamekan, a burial system used especially in the Kyushu area in the Yayoi period. The present study aims to examine (...)
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  16.  11
    Casimir Force, Casimir Operators and the Riemann Hypothesis: Mathematics for Innovation in Industry and Science.Gerrit Dijk & Masato Wakayama (eds.) - 2010 - De Gruyter.
    This volume contains the proceedings of the conference "Casimir Force, Casimir Operators and the Riemann Hypothesis – Mathematics for Innovation in Industry and Science" held in November 2009 in Fukuoka. The conference focused on the following topics: Casimir operators in harmonic analysis and representation theory Number theory, in particular zeta functions and cryptography Casimir force in physics and its relation with nano-science Mathematical biology Importance of mathematics for innovation in industry.
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