Results for 'Ya O. Yakovlieva'

999 found
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  1.  7
    キルケゴールと日本の仏教・哲学.Masaru Ōtani & Toshikazu Ōya (eds.) - 1992 - Ōsaka-shi: Tōhō Shuppan.
  2.  6
    Kyerukegōru to Nihon no Bukkyō, tetsugaku.Masaru Ōtani & Toshikazu Ōya (eds.) - 1992 - Ōsaka-shi: Tōhō Shuppan.
  3.  11
    Tanrı, akıl ve ahlaktan başka kutsal tanımayan inanç deizm: (teofilozofik bir tahlil).Yaşar Nuri Öztürk - 2015 - İstanbul: Yeni Boyut.
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  4.  18
    Radiation-induced bond switching in mixed Ge–As sulphide glasses.R. Ya Golovchak & O. I. Shpotyuk * - 2005 - Philosophical Magazine 85 (25):2847-2860.
  5.  6
    Disengagement from Internet Usage among Russian IT Professionals.Adi Kuntsman, E. O. Bogdanova, E. Ya Ponomareva & A. A. Shchetvina - 2018 - Sociology of Power 30 (3):144-164.
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  6.  3
    Hōtetsugaku =.Hirohide Takikawa, Makoto Usami & Takehiro Ōya (eds.) - 2014 - Tōkyō: Yūhikaku.
    法哲学の「欲張り」な教科書。わかりやすくておもしろく、最新の研究成果を盛り込みながら、日本だけでなく国際的にも通用する標準...
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  7. Quasi-o-minimal structures.Oleg Belegradek, Ya'acov Peterzil & Frank Wagner - 2000 - Journal of Symbolic Logic 65 (3):1115-1132.
    A structure (M, $ ,...) is called quasi-o-minimal if in any structure elementarily equivalent to it the definable subsets are exactly the Boolean combinations of 0-definable subsets and intervals. We give a series of natural examples of quasi-o-minimal structures which are not o-minimal; one of them is the ordered group of integers. We develop a technique to investigate quasi-o-minimality and use it to study quasi-o-minimal ordered groups (possibly with extra structure). Main results: any quasi-o-minimal ordered group is abelian; any quasi-o-minimal (...)
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  8.  36
    Definable homomorphisms of abelian groups in o-minimal structures.Ya'acov Peterzil & Sergei Starchenko - 1999 - Annals of Pure and Applied Logic 101 (1):1-27.
    We investigate the group of definable homomorphisms between two definable abelian groups A and B, in an o-minimal structure . We prove the existence of a “large”, definable subgroup of . If contains an infinite definable set of homomorphisms then some definable subgroup of B admits a definable multiplication, making it into a field. As we show, all of this can be carried out not only in the underlying structure but also in any structure definable in.
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  9.  29
    Returning to semi-bounded sets.Ya'Acov Peterzil - 2009 - Journal of Symbolic Logic 74 (2):597-617.
    An o-minimal expansion of an ordered group is called semi-bounded if there is no definable bijection between a bounded and an unbounded interval in it (equivalently, it is an expansion of the group by bounded predicates and group automorphisms). It is shown that every such structure has an elementary extension.
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  10.  16
    Definable one-dimensional topologies in O-minimal structures.Ya’Acov Peterzil & Ayala Rosel - 2020 - Archive for Mathematical Logic 59 (1-2):103-125.
    We consider definable topological spaces of dimension one in o-minimal structures, and state several equivalent conditions for when such a topological space \ \) is definably homeomorphic to an affine definable space with the induced subspace topology). One of the main results says that it is sufficient for X to be regular and decompose into finitely many definably connected components.
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  11.  18
    Zilber's conjecture for some o-minimal structures over the reals.Ya'acov Peterzil - 1993 - Annals of Pure and Applied Logic 61 (3):223-239.
    We formulate an analogue of Zilber's conjecture for o-minimal structures in general, and then prove it for a class of o-minimal structures over the reals. We conclude in particular that if is an ordered reduct of ,<,+,·,ex whose theory T does not have the CF property then, given any model of T, a real closed field is definable on a subinterval of.
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  12.  4
    Rekishi o yomu: Abe Kinʾya taidanshū.Kinʾya Abe - 1990 - Kyōto-shi: Jinbun Shoin.
  13.  29
    Expansions of algebraically closed fields II: Functions of several variables.Ya'acov Peterzil & Sergei Starchenko - 2003 - Journal of Mathematical Logic 3 (01):1-35.
    Let ℛ be an o-minimal expansion of a real closed field R. We continue here the investigation we began in [11] of differentiability with respect to the algebraically closed field [Formula: see text]. We develop the basic theory of such K-differentiability for definable functions of several variables, proving theorems on removable singularities as well as analogues of the Weierstrass preparation and division theorems for definable functions. We consider also definably meromorphic functions and prove that every definable function which is meromorphic (...)
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  14.  35
    Interpretable groups are definable.Pantelis E. Eleftheriou, Ya'acov Peterzil & Janak Ramakrishnan - 2014 - Journal of Mathematical Logic 14 (1):1450002.
    We prove that in an arbitrary o-minimal structure, every interpretable group is definably isomorphic to a definable one. We also prove that every definable group lives in a cartesian product of one-dimensional definable group-intervals. We discuss the general open question of elimination of imaginaries in an o-minimal structure.
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  15. Samīkshā, di Tāo āpha phijiksa.Śivanārāyaṇa Upādhyāya - 2000 - Koṭā (Rājasthāna): Ārya Vidyālaya Prakāśana Samiti.
    Study of the Tao of physics by Fritjof Capra, work on philosophy of physics.
     
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  16. A study of Tattvārthasūtra with bhāṣya: with special reference to authorship and date.Suzuko Ōhira - 1982 - Ahmedabad: L.D. Institute of Indology.
  17. Sefer Hanhagat adam Yiśreʼeli: antologyah ṿe-ḳovets shimushi le-darkhe ḥayim be-hitnahagut ṭovah: mevusas ʻal 32 "netivot ḥokhmah" ha-maḳifim ʻolam u-meloʼo: "aḥarit davar" mehaṿeh sikum ṿe-tamtsit ha-ḥibur kulo.Yaʻaḳov Ḳlain - 1988 - Yerushalayim: Y. Ḳlain.
     
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  18.  7
    Jinmei no tokubetsu o iwazu/iu.Shin'ya Tateiwa - 2022 - Tōkyō-to Taitō-ku: Chikuma Shobō.
    殺生に関し、人とそれ以外の生物を区別することをどう考えたらいいのか。区別すべきでないとする思想を検証し、異なる道を示す。.
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  19.  21
    Euler characteristic of imaginaries in o-minimal structures.Sofya Kamenkovich & Ya'acov Peterzil - 2017 - Mathematical Logic Quarterly 63 (5):376-383.
    We define the notion of Euler characteristic for definable quotients in an arbitrary o-minimal structure and prove some fundamental properties.
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  20. Bedānta o Advaitabāda. Bidyāraṇya - 1982 - [Bardhamāna]: Bardhamāna Biśvabidyālaẏa.
     
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  21.  18
    A note on stable sets, groups, and theories with NIP.Alf Onshuus & Ya'acov Peterzil - 2007 - Mathematical Logic Quarterly 53 (3):295-300.
    Let M be an arbitrary structure. Then we say that an M -formula φ defines a stable set inM if every formula φ ∧ α is stable. We prove: If G is an M -definable group and every definable stable subset of G has U -rank at most n , then G has a maximal connected stable normal subgroup H such that G /H is purely unstable. The assumptions hold for example if M is interpretable in an o-minimal structure.More generally, (...)
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  22.  53
    G-linear sets and torsion points in definably compact groups.Margarita Otero & Ya’Acov Peterzil - 2009 - Archive for Mathematical Logic 48 (5):387-402.
    Let G be a definably compact group in an o-minimal expansion of a real closed field. We prove that if dim(G\X) < dim G for some definable ${X \subseteq G}$ then X contains a torsion point of G. Along the way we develop a general theory for the so-called G-linear sets, and investigate definable sets which contain abstract subgroups of G.
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  23.  19
    Lattices in Locally Definable Subgroups of $langleR^{n},+rangle$.Pantelis E. Eleftheriou & Ya’Acov Peterzil - 2013 - Notre Dame Journal of Formal Logic 54 (3-4):449-461.
    Let $\mathcal{M}$ be an o-minimal expansion of a real closed field $R$. We define the notion of a lattice in a locally definable group and then prove that every connected, definably generated subgroup of $\langle R^{n},+\rangle$ contains a definable generic set and therefore admits a lattice.
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  24.  43
    A Question of Van Den Dries and a Theorem of Lipshitz and Robinson; Not Everything Is Standard.Ehud Hrushovski & Ya'acov Peterzil - 2007 - Journal of Symbolic Logic 72 (1):119 - 122.
    We use a new construction of an o-minimal structure, due to Lipshitz and Robinson, to answer a question of van den Dries regarding the relationship between arbitrary o-minimal expansions of real closed fields and structures over the real numbers. We write a first order sentence which is true in the Lipshitz-Robinson structure but fails in any possible interpretation over the field of real numbers.
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  25.  6
    Epistemolojik bir tartışma: pozitivist olmak ya da olmamak: Hasan-Âli Yücel ve Nusret Hızır'ın epistemolojik düşünceleri.Ömer Faik Anlı - 2020 - Konya: Çizgi Kitabevi.
  26. Sefer Leḳeṭ maʼamre Ḥovat ha-levavot: ṿe-hu maʼamarim u-fitgamim yeḳarim mi-sefer "Ḥovat ha-levavot" nilḳaṭim mesudarim lefi nośʼim u-mefusaḳim be-fisuḳ ṭeʻamim...Baḥya ben Joseph ibn Paḳuda - 2001 - Bene Beraḳ: Rozenberg.
    Maʼamarim she-hevi ha-Ḥo. ha-l. be-shem aḥerim -- Maʼamarim she-katav ha-Ḥo. ha-l. be-ʻatsmo.
     
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  27. Ḳunṭres Tsemeʼah nafshi: nikhbadot yedubar bo le-galot derekh ḥadashah be-havanat ha-sefer ha-ḳadosh Mesilat yesharim me-et Rabenu Mosheh Ḥayim Lutsaṭo, z. ts. ṿe-ḳ.l. ule-haʼir ʻene ḥakhamim ba-devarim ha-ʻomdim be-rom ʻolamam shel mevaḳshe ha-Shem.Yaʻaḳov Leyb Ṿainberg - 1988 - Yerushalayim: Y.L. Ṿainberg.
     
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  28.  4
    İoanna Kuçuradi'ye sekseninci yaşında.Yusuf Örnek & İoanna Kuçuradi (eds.) - 2019 - Ankara: Kuçuradi Felsefe ve İnsan Hakları Vakfı Yayınları.
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  29. Jīvanśōdhana.Kiśoralāla Ghanaśyāmalāla Maśarūvāḷā - 1945 - Amadāvāda,: Navajīvana Prakāśana Mandira.
     
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  30. Satyamaya jīvana: athavā, Satyāsatya vicāra: Lorḍa Môrlīnā "Ôna cômpromāījha"-Satyāgrahanī maryādāne ādhāre eka nibandha.Kiśoralāla Ghanaśyāmalāla Maśarūvāḷā - 1935 - Amadāvāda: Navajīvana Prakāśana Mandira.
     
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  31. Māyā in Śaṅkara: measuring the immeasurable.L. Thomas O'Neil - 1980 - Delhi: Motilal Banarsidass.
     
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  32.  27
    A theory of pairs for non-valuational structures.Elitzur Bar-Yehuda, Assaf Hasson & Ya’Acov Peterzil - 2019 - Journal of Symbolic Logic 84 (2):664-683.
    Given a weakly o-minimal structure${\cal M}$and its o-minimal completion$\bar{{\cal M}}$, we first associate to$\bar{{\cal M}}$a canonical language and then prove thatTh$\left$determines$Th\left$. We then investigate the theory of the pair$\left$in the spirit of the theory of dense pairs of o-minimal structures, and prove, among other results, that it is near model complete, and every definable open subset of${\bar{M}^n}$is already definable in$\bar{{\cal M}}$.We give an example of a weakly o-minimal structure interpreting$\bar{{\cal M}}$and show that it is not elementarily equivalent to any reduct (...)
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  33. Sarihaddulu lēni sandhyalu: pheminisṭu rājakīyālu, kāryācaraṇa, praśnalu.Kalpana Kannabirān, Ōlgā & Vasantha Kannabirān (eds.) - 1995 - Haidarābād: Pratulaku, Navōdaya Buk Havus.
    Contributed articles on the philosophy of feminism.
     
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  34.  12
    Locally definable subgroups of semialgebraic groups.Elías Baro, Pantelis E. Eleftheriou & Ya’Acov Peterzil - 2019 - Journal of Mathematical Logic 20 (2):2050009.
    We prove the following instance of a conjecture stated in [P. E. Eleftheriou and Y. Peterzil, Definable quotients of locally definable groups, Selecta Math. 18 885–903]. Let [Formula: see text] be an abelian semialgebraic group over a real closed field [Formula: see text] and let [Formula: see text] be a semialgebraic subset of [Formula: see text]. Then the group generated by [Formula: see text] contains a generic set and, if connected, it is divisible. More generally, the same result holds when (...)
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  35.  10
    Роль інформаційно-комунікаційних технологій у системі формування професійних компетенцій інженерів.T. H. Vasilenko & O. H. Dobrovolska - 2018 - Гуманітарний Вісник Запорізької Державної Інженерної Академії 74:110-121.
    Actuality of the conducted research is practically oriented character. Without the use of information and communication technologies in the field of higher education, it is impossible to carry out qualitative training of specialists in engineering, the results of which are necessary for the implementation of a national strategy for modernizing the economy and forming a progressive state of European type. Formulation of the task - the specificity of the use of ICT in the system of higher education has not been (...)
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  36.  60
    Recent discussions on the thesis of incommensurability. [REVIEW]María de las Mercedes O'Lery - 2013 - Scientiae Studia 11 (2):437-442.
    La idea de que las teorías separadas por una revolución científica son inconmensurables fue sugerida, de manera independiente, por Thomas S. Kuhn (1962) y Paul Feyerabend (1962) a inicios de la década de 1960. Desde entonces y hasta nuestros días, la tesis de inconmensurabilidad, así como sus polémicas implicancias, han ocupado un papel protagónico en las discusiones en torno a los estudios acerca de la ciencia.1 Un variado número de problemas derivados de la tesis de inconmensurabilidad, tales como el cambio (...)
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  37. Bhāratīya o pāścāttya darśana (romanized form).Satischandra Chatterjee - 1963 - Calcutta,: University of Calcutta.
     
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  38. Pleṭo va tyāce rājakīya vicāra.Ramchandra Ganesh Pradhan - 1930
     
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  39.  13
    Review: Ya'acov Peterzil, Sergei Starchenko, A Trichotomy Theorem for O-Minimal Structures. [REVIEW]Dugald Macpherson - 1999 - Journal of Symbolic Logic 64 (2):908-910.
  40.  16
    Ya'acov Peterzil and Sergei Starchenko, A trichotomy theorem for o-minimal structures, Proceedings of the London Mathematical Society, ser. 3 vol. 77 , pp. 481–523. [REVIEW]Dugald Macpherson - 1999 - Journal of Symbolic Logic 64 (2):908-910.
  41.  2
    Mahāmunividyāraṇya-kr̥ta Śrībrahmavidāśirvāda meṃ Advaitatattva-cintana /c Ḍô. Jagata Bahādura Śarmā.Jagata Bahādura Śarmā - 2013 - Dillī: Je. Pī. Pabliśiṅga Hāusa. Edited by Mādhava.
    Study of Brahmavidāśiravāda of Mādhava, work on Advaita philosophy.
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  42.  32
    Bir "Dil Gurbeti" Ya da Konuşmamak Ana Dili Bağlamında Refik Halit Karay'ın "Eskici" Hik'yesini O.Selami Çakmakci - 2014 - Journal of Turkish Studies 9 (Volume 9 Issue 6):225-225.
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  43.  5
    Türkiye felsefe yazıları: yaşamın anlam olanakları üzerine: özne, bilgi, kültür.Hatice Nur Erkızan - 2013 - Bursa: Sentez Yayıncılık.
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  44.  4
    Yŏrŏbun! i nyusŭ rŭl ŏttŏkʻe chŏnhae tŭryŏya halkkayo?: Hwang U-sŏk satʻae chʻwijae pʻail.Hak-su Han - 2006 - Sŏul-si: Sahoe Pʻyŏngnon.
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  45.  9
    Posṭamôrṭam: saḍetoḍa gappā Ḍô. Ravī Bāpaṭa yāñcyāśī.Ravī Bāpaṭa - 2011 - Puṇe: Manovikāsa Prakāśana. Edited by Sunīti Jaina.
    Critical analysis of the commercialization and malpractice current in the profession of medicine.
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  46.  10
    Bod brgyud tshad ma rig pa dang Ya-li hriʼ-tuʼo teʼi gtan tshigs rig pa gnyis kyi rigs lam bgrod tshul skor gyi bgro gleng mthong ba don ldan zhes bya ba bzhugs so. Bkra-Shis - 2021 - Pe-cin: Mi-rigs dpe-skrun-khang.
    A comparative study of Tibetan Buddhist logic and Aristotelian logic of argument.
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  47. Yogīrāja Śrī Ôrobindo yāñce saṅkshipta caritra.PraNa Pitre - 2016 - Puṇe: Sujātā Pablikeśansa.
    Biography of Aurobindo Ghose, 1872-1950, philosopher and nationalist from India.
     
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  48.  7
    Lebovits mitpalmes: timlul ṿe-teʻud ṿideʼo shel 13 sheʻot pulmus: Yeshaʻayahu Leibovits mitpalmes be-hanḥayat Yonah Hadari ʻim Avi Śagi, Zeʼev Harvi, Mosheh Halberṭal, Tamar Ros, Yaʻaḳov Leṿinger, Eliʻezer Goldman, Asa Kasher, ʻAzmi Basharah ṿe-Yosi Ziv.Yeshayahu Leibowitz - 2013 - Yerushalayim: Karmel. Edited by Joseph Avissar, Yona Hadari, Abraham Sagi, Warren Harvey, Moshe Halbertal, Asa Kasher, Eliezer Goldman, ʻAzmī Bishārah, Jacob S. Levinger, Tamar Ross & Yosi Ziṿ.
    Timlul ṿe-teʻud ṿideʼo shel 13 shaʻot pulmus.
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  49. Anuprayukta darśanaśāstra: vividha āyāma: Ḍô. Hr̥daya Nārāyaṇa Miśra abhinandana grantha = Applied philosophy: various dimensions: Dr. H.N. Mishra felicitation volume.Hr̥dayanārāyaṇa Miśra & Vijai Kant Dubey (eds.) - 2016 - Dillī, Bhārata: Nyū Bhāratīya Buka Kôraporeśana.
    Contributed articles on dimensions of applied philosophy; felicitation volume in honor of Hr̥daya Nārāyaṇa Miśra, author and Indian philosopher; includes selected works of honouree.
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  50.  11
    Recusando o momento cartesiano.Rosimeri de Oliveira Dias & Heliana de Barros Conde Rodrigues - 2022 - Educação E Filosofia 36 (78):1683-1713.
    Resumo: O artigo parte do problema apontado por Michel Foucault na primeira aula do curso A Hermenêutica do sujeito, datada de 6/01/1982, a saber: o que se passa com o ser do sujeito em sua relação com a verdade? Para desenvolver tal indagação, o filósofo analisa, entre outros aspectos, saberes e práticas característicos da espiritualidade no período de ouro do cuidado de si (séculos I e II). Além de acompanhá-lo em parte desse percurso, pretendemos, com nosso texto, pôr em cena (...)
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