Results for 'Kyriakos Kypriotakis'

81 found
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  1.  18
    A Characterization of {\ Square (\ Kappa^{+})} in Extender Models.Kyriakos Kypriotakis & Martin Zeman - 2013 - Archive for Mathematical Logic 52 (1-2):67-90.
    We prove that, in any fine structural extender model with Jensen’s λ-indexing, there is a ${\square(\kappa^{+})}$ -sequence if and only if there is a pair of stationary subsets of ${\kappa^{+} \cap {\rm {cof}}( < \kappa)}$ without common reflection point of cofinality ${ < \kappa}$ which, in turn, is equivalent to the existence of a family of size ${ < \kappa}$ of stationary subsets of ${\kappa^{+} \cap {\rm {cof}}( < \kappa)}$ without common reflection point of cofinality ${ < \kappa}$ . By (...)
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  2. Migration and Health.Kyriakos S. Markides - 2001 - In N. J. Smelser & B. Baltes (eds.), International Encyclopedia of the Social and Behavioral Sciences. pp. 9799--9803.
     
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  3.  70
    Kripke on Necessity : A Metaphysical Investigation.Kyriakos Theodoridis - unknown
    I undertake a metaphysical investigation of Saul Kripke's modern classic, Naming and Necessity . The general problem of my study may be expressed as follows: What is the metaphysical justification of the validity and existence of the pertinent classes of truths, the necessary a posteriori and the contingent a priori, according to the Kripke Paradigm? My approach is meant to disclose the logical and ontological principles underlying Kripke's arguments for the necessary a posteriori and the contingent a priori respectively. The (...)
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  4.  16
    The Effect of Childhood Bilectalism and Multilingualism on Executive Control.Kyriakos Antoniou, Kleanthes K. Grohmann, Maria Kambanaros & Napoleon Katsos - 2016 - Cognition 149 (C):18-30.
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  5.  22
    Kyriakos Hadjioannou: ρχα α Κ προς ε ς τ ς λληνικ ς πηγ ς Τ μος Α′ Pp. xxvii+481. Nicosia, 1971. Paper, £4.T. B. Mitford - 1974 - The Classical Review 24 (02):304-305.
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  6. The Politics of European Liberal Democracy in a World of Transition.Kyriakos Demetriau & Savvas Katsikides - 2001 - Dialogue and Universalism 11 (1):101-116.
     
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  7.  13
    Kyriakos P. Chatzioiannou: Τὰ ἐνΔιασπορᾷ. Τιμοςητικός.. Pp. xxvii+583; 34 plates. Levkosia, Cyprus: Zavalli, 1969. Paper, £5. [REVIEW]D. M. Nicol - 1971 - The Classical Review 21 (3):459-459.
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  8.  19
    Kyriakos P. Chatzioiannou: Τ νΔιασπορ . Τιμοςητικ ς.. Pp. xxvii+583; 34 plates. Levkosia, Cyprus: Zavalli, 1969. Paper, £5. [REVIEW]D. M. Nicol - 1971 - The Classical Review 21 (03):459-.
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  9. Reconsidering the Platonic Cleitophon.Kyriakos N. Demetriou - 2000 - Polis 17 (1-2):133-160.
    The riddle of the Cleitophon is a creature of nineteenth-century German scholarship which premised that Plato had developed a profound philosophical system. Thus, having no intrinsic purpose to serve in the context of the development of Plato's philosophy, Cleitophon was disallowed as spurious. Documenting the reception of this minor dialogue provides insights into the pluralism and the perplexities of modern Platonic exegesis. The more recent idea of a genre of literary fiction helps to restore cleitophon to its place in the (...)
     
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  10.  24
    Kyriakos Tsantsanoglou: Λεξικ το Φωτ ον. Χρονολ γηση—χειρ γραφη παρ δοση. ( λληνικ , Παρ ρτημα 17.) Pp. 118. Salonica: ταιρε α Μακεδονικ ν Σπουδ ν 1967. Paper. [REVIEW]Robert Browning - 1970 - The Classical Review 20 (01):113-114.
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  11.  52
    Kyriakos Demetriou, Studies in the Reception of Plato and Greek Political Thought in Victorian Britain. Ashgate Variorum, 2011. ISBN 9781409420514. [REVIEW]Jay Bregman - 2012 - International Journal of the Platonic Tradition 6 (2):247-249.
    This article is currently available as a free download on ingentaconnect.
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  12.  29
    Kyriakos Hadjioannou: Ἡ Ἀρχαία Κύπρος Εἰς Ἑλληνικὰς Πηγὰς, Τόμος Δ', Μέρος A′ + B′. Pp. Ix + 427 ; Ix + 295. Nicosia: Archbishopric of Cyprus, 1980. Paper, £17. [REVIEW]F. G. Maier - 1983 - The Classical Review 33 (2):345-345.
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  13.  51
    Kyriakos Hadjioannou: Ἡ ἀρχαία Κπρος εἰς τὰς Ἑλληνικὰς πηγάς, Τόμος Ε'. Pp. x + 441; 2 plates, 10 maps. Nicosia: 1983. Paper, £C 15. [REVIEW]Franz Georg Maier - 1986 - The Classical Review 36 (2):337-337.
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  14.  15
    The Structure of Pre-Adolescents’ Perceptions of Their Teacher’s Interpersonal Behaviours and Their Relation to Pre-Adolescents’ Learning Outcomes.Kyriakos Charalampous & Constantinos M. Kokkinos - 2017 - Educational Studies 44 (2):167-189.
    Previous studies have offered indications that the way pre-adolescents structure their perceptions of their teacher’s interaction in terms of Agency and Communion differs from adolescents. The purpose of this study was to delineate previous findings by thoroughly examining the structure of pre-adolescents’ perceptions of their teacher’s interpersonal behaviour, and by investigating the extent to which this structure relates to pre-adolescents’ learning outcomes. A mixed methods research design was implemented including a qualitative instrument adaptation procedure followed by a quantitative large-scale administration. (...)
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  15.  18
    Knowledge and Determination: The Transition From Hegel to Marx.Kyriakos M. Kontopoulos (ed.) - 1980 - B. R. Grüner.
    PREFACE Strange or inappropriate as it may appear, we propose to start this little book by stating as flatly and unrhetorically as possible a fundamental ...
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  16.  21
    Nursing as Concrete Philosophy, Part I: Risjord on Nursing Knowledge.Kyriakos Theodoridis - 2018 - Nursing Philosophy 19 (2):e12205.
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  17.  19
    Nursing as Concrete Philosophy, Part II: Engaging with Reality.Kyriakos Theodoridis - 2018 - Nursing Philosophy 19 (2):e12206.
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  18.  8
    Kripke and the Predicament of Epistemic Invariance.Kyriakos Theodoridis - 2007 - Philosophical Inquiry 29 (1-2):72-83.
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  19.  11
    Paper 1: “Nursing as Concrete Philosophy, Part I: Risjord on Nursing Knowledge”.Kyriakos Theodoridis - forthcoming - Nursing Philosophy:e12205.
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  20.  17
    The Electromagnetic Form of the Dirac Electron Theory.Alexander G. Kyriakos - 2004 - Apeiron 11 (2):330.
  21.  18
    The Dirac Electron Theory as the Approximation of the Nonlinear Electrodynamics.Alexander G. Kyriakos - 2004 - Apeiron 11 (3):58.
  22.  2
    A ‘Legend’ in Crisis: The Debate Over Plato’s Politics, 1930–1960.Kyriakos N. Demetriou - 2002 - Polis 19 (1-2):61-91.
    From the early 1930s to the early 1960s many scholars, whether liberalminded or socialist ideologues, Marxist or scientific positivists, classical scholars or political theorists and historians, have shown a widespread consensus in discrediting and assailing the man and political philosopher Plato. Such an extensive assault led the ‘Platonic Legend’ to an unprecedented crisis. Philosophically, it was a reaction to the undisguised Platonolatry coming from Oxford and the school of the British Idealists. Ideologically, the appropriation of Plato by Nazi apologists fostered (...)
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  23.  7
    A ‘Legend’ in Crisis: The Debate Over Plato’s Politics, 1930–1960.Kyriakos N. Demetriou - 2002 - Polis 19 (1-2):61-91.
    From the early 1930s to the early 1960s many scholars, whether liberalminded or socialist ideologues, Marxist or scientific positivists, classical scholars or political theorists and historians, have shown a widespread consensus in discrediting and assailing the man and political philosopher Plato. Such an extensive assault led the ‘Platonic Legend’ to an unprecedented crisis. Philosophically, it was a reaction to the undisguised Platonolatry coming from Oxford and the school of the British Idealists. Ideologically, the appropriation of Plato by Nazi apologists fostered (...)
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  24.  8
    A'Legend'in Crisis: The Debate Over Plato's Politics, 1930-1960.Kyriakos N. Demetriou - 2002 - Polis 19 (1&2):61-91.
    From the early 1930s to the early 1960s many scholars, whether liberal-minded or socialist ideologues, Marxist or scientific positivists, classical scholars or political theorists and historians, have shown a widespread consensus in discrediting and assailing the man and political philosopher Plato. Such an extensive assault led the 'Platonic Legend' to an unprecedented crisis. Philosophically, it was a reaction to the undisguised Platonolatry coming from Oxford and the school of the British Idealists. Ideologically, the appropriation of Plato by Nazi apologists fostered (...)
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  25.  6
    Introduction.Kyriakos N. Demetriou - 2002 - Polis 19 (1-2):3-5.
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  26.  7
    On Sequentially Compact Subspaces of Without the Axiom of Choice.Kyriakos Keremedis & Eleftherios Tachtsis - 2003 - Notre Dame Journal of Formal Logic 44 (3):175-184.
    We show that the property of sequential compactness for subspaces of.
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  27.  9
    On Sequentially Closed Subsets of the Real Line in ZF.Kyriakos Keremedis - 2015 - Mathematical Logic Quarterly 61 (1-2):24-31.
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  28.  9
    On Sequentially Compact Subspaces Of.Kyriakos Keremedis & Eleftherios Tachtsis - 2003 - Notre Dame Journal of Formal Logic 44 (3):175-184.
    We show that the property of sequential compactness for subspaces of.
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  29.  6
    On Lindelof Metric Spaces and Weak Forms of the Axiom of Choice.Kyriakos Keremedis & Eleftherios Tachtsis - 2000 - Mathematical Logic Quarterly 46 (1):35-44.
    We show that the countable axiom of choice CAC strictly implies the statements “Lindelöf metric spaces are second countable” “Lindelöf metric spaces are separable”. We also show that CAC is equivalent to the statement: “If is a Lindelöf topological space with respect to the base ℬ, then is Lindelöf”.
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  30.  4
    Tychonoff Products of Compact Spaces in ZF and Closed Ultrafilters.Kyriakos Keremedis - 2010 - Mathematical Logic Quarterly 56 (5):474-487.
    Let {: i ∈I } be a family of compact spaces and let X be their Tychonoff product. [MATHEMATICAL SCRIPT CAPITAL C] denotes the family of all basic non-trivial closed subsets of X and [MATHEMATICAL SCRIPT CAPITAL C]R denotes the family of all closed subsets H = V × Πmath imageXi of X, where V is a non-trivial closed subset of Πmath imageXi and QH is a finite non-empty subset of I. We show: Every filterbase ℋ ⊂ [MATHEMATICAL SCRIPT CAPITAL (...)
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  31.  11
    Non-Discrete Metrics in and Some Notions of Finiteness.Kyriakos Keremedis - 2016 - Mathematical Logic Quarterly 62 (4-5):383-390.
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  32.  45
    Disasters in Topology Without the Axiom of Choice.Kyriakos Keremedis - 2001 - Archive for Mathematical Logic 40 (8):569-580.
    We show that some well known theorems in topology may not be true without the axiom of choice.
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  33.  5
    Two New Equivalents of Lindelöf Metric Spaces.Kyriakos Keremedis - 2018 - Mathematical Logic Quarterly 64 (1-2):37-43.
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  34.  18
    Countable Sums and Products of Metrizable Spaces in ZF.Kyriakos Keremedis & Eleftherios Tachtsis - 2005 - Mathematical Logic Quarterly 51 (1):95-103.
    We study the role that the axiom of choice plays in Tychonoff's product theorem restricted to countable families of compact, as well as, Lindelöf metric spaces, and in disjoint topological unions of countably many such spaces.
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  35.  7
    Consequences of the Failure of the Axiom of Choice in the Theory of Lindelof Metric Spaces.Kyriakos Keremedis - 2004 - Mathematical Logic Quarterly 50 (2):141.
    We study within the framework of Zermelo-Fraenkel set theory ZF the role that the axiom of choice plays in the theory of Lindelöf metric spaces. We show that in ZF the weak choice principles: Every Lindelöf metric space is separable and Every Lindelöf metric space is second countable are equivalent. We also prove that a Lindelöf metric space is hereditarily separable iff it is hereditarily Lindelöf iff it hold as well the axiom of choice restricted to countable sets and to (...)
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  36.  14
    The Failure of the Axiom of Choice Implies Unrest in the Theory of Lindelöf Metric Spaces.Kyriakos Keremedis - 2003 - Mathematical Logic Quarterly 49 (2):179-186.
    In the realm of metric spaces the role of choice principles is investigated.
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  37.  47
    Compact and Loeb Hausdorff Spaces in Equation Image and the Axiom of Choice for Families of Finite Sets.Kyriakos Keremedis - 2012 - Mathematical Logic Quarterly 58 (3):130-138.
    Given a set X, equation image denotes the statement: “equation image has a choice set” and equation image denotes the family of all closed subsets of the topological space equation image whose definition depends on a finite subset of X. We study the interrelations between the statements equation image equation image equation image equation image and “equation imagehas a choice set”. We show: equation image iff equation image iff equation image has a choice set iff equation image. equation image iff (...)
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  38.  19
    The Compactness of 2^R and the Axiom of Choice.Kyriakos Keremedis - 2000 - Mathematical Logic Quarterly 46 (4):569-571.
    We show that for every we ordered cardinal number m the Tychonoff product 2m is a compact space without the use of any choice but in Cohen's Second Mode 2ℝ is not compact.
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  39.  10
    The Boolean Prime Ideal Theorem and Products of Cofinite Topologies.Kyriakos Keremedis - 2013 - Mathematical Logic Quarterly 59 (6):382-392.
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  40.  7
    Some Weak Forms of the Baire Category Theorem.Kyriakos Kermedis - 2003 - Mathematical Logic Quarterly 49 (4):369.
    We show that the statement “separable, countably compact, regular spaces are Baire” is deducible from a strictly weaker form than AC, namely, CAC . We also find some characterizations of the axiom of dependent choices.
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  41.  20
    Some Weak Forms of the Axiom of Choice Restricted to the Real Line.Kyriakos Keremedis & Eleftherios Tachtsis - 2001 - Mathematical Logic Quarterly 47 (3):413-422.
    It is shown that AC, the axiom of choice for families of non-empty subsets of the real line ℝ, does not imply the statement PW, the powerset of ℝ can be well ordered. It is also shown that the statement “the set of all denumerable subsets of ℝ has size 2math image” is strictly weaker than AC and each of the statements “if every member of an infinite set of cardinality 2math image has power 2math image, then the union has (...)
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  42.  22
    Some Remarks on Category of the Real Line.Kyriakos Keremedis - 1999 - Archive for Mathematical Logic 38 (3):153-162.
    We find a characterization of the covering number $cov({\mathbb R})$ , of the real line in terms of trees. We also show that the cofinality of $cov({\mathbb R})$ is greater than or equal to ${\mathfrak n}_\lambda$ for every $\lambda \in cov({\mathbb R}),$ where $\mathfrak n_\lambda \geq add({\mathcal L})$ ( $add( {\mathcal L})$ is the additivity number of the ideal of all Lebesgue measure zero sets) is the least cardinal number k for which the statement: $(\exists{\mathcal G}\in [^\omega \omega ]^{\leq \lambda (...)
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  43. Ho Agōnas Gia Tēn Aretē.Kyriakos S. Katsimanēs - 1975 - [S.N.].
     
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  44.  4
    Weak Hausdorff Gaps and The.Kyriakos Keremedis - 1999 - Mathematical Logic Quarterly 45 (1):95-104.
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  45.  24
    The Vector Space Kinna-Wagner Principle is Equivalent to the Axiom of Choice.Kyriakos Keremedis - 2001 - Mathematical Logic Quarterly 47 (2):205-210.
    We show that the axiom of choice AC is equivalent to the Vector Space Kinna-Wagner Principle, i.e., the assertion: “For every family [MATHEMATICAL SCRIPT CAPITAL V]= {Vi : i ∈ k} of non trivial vector spaces there is a family ℱ = {Fi : i ∈ k} such that for each i ∈ k, Fiis a non empty independent subset of Vi”. We also show that the statement “every vector space over ℚ has a basis” implies that every infinite well (...)
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  46.  26
    A Note on Shoenfield's Unramified Forcing.Kyriakos Keremedis - 1991 - Zeitschrift fur mathematische Logik und Grundlagen der Mathematik 37 (9-12):183-186.
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  47.  7
    A Note on Shoenfield's Unramified Forcing.Kyriakos Keremedis - 1991 - Mathematical Logic Quarterly 37 (9‐12):183-186.
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  48.  6
    Partition Reals and the Consistency of T > Add(R).Kyriakos Keremedis - 1993 - Mathematical Logic Quarterly 39 (1):545-550.
    We show that it is consistent with ZFC that the additivity number add of the ideal of meager sets of the real line is strictly greater than the tower number t of the reals. MSC: 03E35, 54D20.
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  49.  20
    Products of Some Special Compact Spaces and Restricted Forms of AC.Kyriakos Keremedis & Eleftherios Tachtsis - 2010 - Journal of Symbolic Logic 75 (3):996-1006.
    We establish the following results: 1. In ZF (i.e., Zermelo-Fraenkel set theory minus the Axiom of Choice AC), for every set I and for every ordinal number α ≥ ω, the following statements are equivalent: (a) The Tychonoff product of| α| many non-empty finite discrete subsets of I is compact. (b) The union of| α| many non-empty finite subsets of I is well orderable. 2. The statement: For every infinite set I, every closed subset of the Tychonoff product [0, 1] (...)
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  50.  10
    Powers of 2.Kyriakos Keremedis & Horst Herrlich - 1999 - Notre Dame Journal of Formal Logic 40 (3):346-351.
    It is shown that in ZF Martin's -axiom together with the axiom of countable choice for finite sets imply that arbitrary powers 2X of a 2-point discrete space are Baire; and that the latter property implies the following: (a) the axiom of countable choice for finite sets, (b) power sets of infinite sets are Dedekind-infinite, (c) there are no amorphous sets, and (d) weak forms of the Kinna-Wagner principle.
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