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Grzegorz Bryll [10]G. Bryll [8]
  1.  46
    Theory of Rejected Propositions. I.Jerzy Słupecki, Grzegorz Bryll & Urszula Wybraniec-Skardowska - 1971 - Studia Logica 29 (1):75 - 123.
    The idea of rejection of some sentences on the basis of others comes from Aristotle, as Jan Łukasiewicz states in his studies on Aristotle's syllogistic [1939, 1951], concerning rejection of the false syllogistic form and those on certain calculus of propositions. Short historical remarks on the origin and development of the notion of a rejected sentence, introduced into logic by Jan Łukasiewicz, are contained in the Introduction of this paper. This paper is to a considerable extent a summary of papers (...)
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  2.  41
    Some Remarks on Three-Valued Logic of J. Łukasiewicz.J. Słupecki, G. Bryll & T. Prucnal - 1967 - Studia Logica 21 (1):45 - 70.
  3.  34
    The Theory of Rejected Propositions. II.Jerzy Słupecki, Grzegorz Bryll & Urszula Wybraniec-Skardowska - 1972 - Studia Logica 30 (1):97 - 145.
    This paper is a continuation of Part I under the same title. Its Chapter III contains results given in the following publications: U. Wybraniec-Skardowska, Teoria zdań odrzuconych (Theory of Rejected Sentences), (doctoral dissertation under the supervision of Jerzy Słupecki, published as a monograph), Zeszyty Naukowe Wyższej Szkoły Pedagogicznej w Opolu, Studia i Monografie, Nr 22 (1969), 5-131. G. Bryll, Związki logiczne pomiędzy zdaniami nauk empirycznych (Logical relations between sentences of empirical sciences). Zeszyty Naukowe Wyższej Szkoły Pedagogicznej w Opolu, Studia i (...)
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  4.  15
    Proof of Ł-Decidability of Lewis System S5.Jerzy Słupecki & Grzegorz Bryll - 1973 - Studia Logica 32 (1):99-105.
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  5.  34
    Proof of Ł-Decidability of Lewis System S.Jerzy Słupecki & Grzegorz Bryll - 1973 - Studia Logica 32 (1):99 - 107.
  6.  24
    Teoria zdań odrzuconych. I.J. Słupecki, G. Bryll & U. Wybraniec-Skardowska - 1971 - Studia Logica 29 (1):116-119.
    This is not an article, but it is published after the paper "The theory of rejected proposition.I" (in Studia Logica, 29 (1971), pp. 75-123), it is a broad abstract in Polish on pages 116-118.
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  7.  22
    Über Die Halbvollen Systeme Des Aussagenkalküls.G. Bryll - 1966 - Studia Logica 19 (1):125-125.
  8.  23
    Dowód Ł-Rozstrzygalności Systemu S5 Lewisa.J. Słupecki & G. Bryll - 1973 - Studia Logica 32 (1):106-106.
  9.  29
    Kilka Uwag O Logice Trójwartościowej Łukasiewicza.J. Słupecki, G. Bryll & T. Prucnal - 1967 - Studia Logica 21 (1):67-68.
  10.  17
    On a Relationship Between Some Classes of Elimination Operators and Some Classes of Families of Sets.Grzegorz Bryll & Robert Sochacki - 2000 - Bulletin of the Section of Logic 29 (4):161-170.
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  11.  15
    Stoic “Undemonstrables” and Indirect-Deduction Theorems.Grzegorz Bryll & Zofia Kostrzycka - 1994 - Bulletin of the Section of Logic 23 (2):53-60.
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  12.  15
    Teoria Zdań Odrzuconych. II.J. Słupecki, G. Bryll & U. Wybraniec-Skardowska - 1972 - Studia Logica 30 (1):140-142.
    This is not an article, but it is published after the paper "The theory of rejected proposition.II" (in Studia Logica, 30 (1972), pp. 97-145), its broad abstract in Polish on pages 140-142.
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  13.  21
    Nowy Dowód Pełności Pewnego Wielowartościowego Systemu Rachunku Zdań.Grzegorz Bryll - 1966 - Studia Logica 19 (1):111 - 116.
  14.  13
    Ein Neuer Beweis Für Die Vollständigkeit Eines Vielwertigen Systems Des Aussagenkalküls.G. Bryll - 1966 - Studia Logica 19 (1):115-115.
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  15.  24
    O Półpełnych Systemach Rachunku Zdań.Grzegorz Bryll - 1966 - Studia Logica 19 (1):117 - 126.