No.1754

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Interplay between large cardinals and small cardinals

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2010/10/25`2010/10/28

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Hiroshi Sakai

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1. Generalized Mathias Forcing (Interplay between large cardinals and small cardinals)-----------------------------------------------1

@@@@_ΛεwHw€Θ@@@Bice,Tristan

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2. Remarks on the coloring number of graphs (Interplay between large cardinals and small cardinals)----------------------------------6

@@@@_Λεwεw@VXeξρw€Θ@@@Ίμ Ή@(Fuchino,Sakae)

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3. On points of differentiability of discontinuous functions (Interplay between large cardinals and small cardinals)----------------17

@@@@€QεwHw€Θ@@@‘c i@(Fujita,Hiroshi)

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@@@@Department of Mathematics and Statistics, University of Helsinki@@@rγ εS@(Ikegami,Daisuke)

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5. Real determinacy and real Blackwell determinacy (Interplay between large cardinals and small cardinals)--------------------------32

@@@@Department of Mathematics and Statistics, University of Helsinki@@@rγ εS@(Ikegami,Daisuke)

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@@@@εγ{§εwwn€Θ@@@Γc @(Kada,Masaru)

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7. A class of preorders iterated under a type of RCS (Interplay between large cardinals and small cardinals)------------------------81

@@@@μRεwocw@@@{³ q@(Miyamoto,Tadatoshi)

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8. Some problems about the uncountable Specker phenomenon (Interplay between large cardinals and small cardinals)-------------------91

@@@@ξcεwξ²Hw€Θ@@@Ί @(Nakamura,Jun)

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9. On standard model of Martin's maximum (Interplay between large cardinals and small cardinals)------------------------------------97

@@@@_ΛεwVXeξρw€Θ@@@πδ ρj@(Sakai,Hiroshi)

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10. THE EASTON COLLAPSE AND A SATURATED FILTER (Interplay between large cardinals and small cardinals)-----------------------------108

@@@@}gεw¨ΏΘw€Θ@@@J ^O@(SHIOYA,MASAHIRO)

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