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書誌情報	ファイル
A MODEL THEORETIC REFLECTION PRINCIPLE REVISITED (Forcing extensions and large cardinals) SHIOYA, MASAHIRO (2013-09) 数理解析研究所講究録, 1851: 72-86
SOME RESULTS IN THE EXTENSION WITH A COHERENT SUSLIN TREE, PART II (Forcing extensions and large cardinals) MIYAMOTO, TADATOSHI; YORIOKA, TERUYUKI (2013-09) 数理解析研究所講究録, 1851: 49-61
RELATIVE DEFINABILITY (Reflection principles and set theory of large cardinals) ASPERO, DAVID (2014-05) 数理解析研究所講究録, 1895: 1-11
CANJAR FILTERS II : PROOFS OF $mathfrak{b}<mathfrak{s}$ AND $mathfrak{b}<mathfrak{a}$ REVISITED (Reflection principles and set theory of large cardinals) GUZMAN, OSVALDO; HRUSAK, MICHAEL; MARTINEZ-CELIS, ARTURO (2014-05) 数理解析研究所講究録, 1895: 59-67
A FURTHER VARIATION OF THE BANACH-MAZUR GAME AND FORCING AXIOMS (Iterated Forcing Theory and Cardinal Invariants) Yoshinobu, Yasuo (2018-08) 数理解析研究所講究録, 2081: 69-72
THE EASTON COLLAPSE AND A SATURATED FILTER (Interplay between large cardinals and small cardinals) SHIOYA, MASAHIRO (2011-08) 数理解析研究所講究録, 1754: 108-114
SOME RESULTS IN THE EXTENSION WITH A COHERENT SUSLIN TREE (Aspects of Descriptive Set Theory) RAGHAVAN, DILIP; YORIOKA, TERUYUKI (2012-04) 数理解析研究所講究録, 1790: 72-82
On local reflection of the properties of graphs with uncountable characteristics (Infinite Combinatorics and Forcing Theory) Fuchino, Sakaé (2017-07) 数理解析研究所講究録, 2042: 34-51
YORIOKA'S CHARACTERIZATION OF THE COFINALITY OF THE STRONG MEASURE ZERO IDEAL AND ITS INDEPENDENCY FROM OF CONTINUUM (Axiomatic set theory and its applications) CARDONA, MIGUEL A. (2019-12) 数理解析研究所講究録, 2141: 16-19