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RIMS Kôkyûroku
No.2081
反復強制法の理論と基数不変量
Iterated Forcing Theory and Cardinal Invariants
RIMS 共同研究(公開型)
 
2017/11/06〜2017/11/09
ブレンドレ ヤーグ
Jorg Brendle
 
目 次
 
1. On Skinny Subsets of ${{\mathcal{P}}_{\kappa}{\lambda}}$ (Iterated Forcing Theory and Cardinal Invariants)------------------------1
    名古屋大学 / 神戸大学 / 早稲田大学   松原 洋 / 酒井 拓史 / 薄葉 季路 (Matsubara,Yo / Sakai,Hiroshi / Usuba,Toshimichi)
 
2. Lecture notes : Recent (and not that recent) forcing techniques on finite support iterations (Iterated Forcing Theory and Cardinal Invariants)---7
    静岡大学   Mejia,Diego Alejandro
 
3. No Suslin trees but a non-special Aronszajn tree exists by a side condition method : compact version (Iterated Forcing Theory and Cardinal Invariants)---28
    南山大学 / 静岡大学   宮元 忠敏 / 依岡 輝幸 (Miyamoto,Tadatoshi / Yorioka,Teruyuki)
 
4. On regular ultrafilters, Boolean ultrapowers, and Keisler's order (Iterated Forcing Theory and Cardinal Invariants)--------------41
    School of Mathematics, University of East Anglia   Parente,Francesco
 
5. NOTES ON PRODUCTS OF LINDELOF SPACES WITH POINTS ${G_{\delta}}$ (Iterated Forcing Theory and Cardinal Invariants)----------------57
    早稲田大学   薄葉 季路 (Usuba,Toshimichi)
 
6. A COMMENT ON BAGARIA-SHELAH'S FRAGMENT OF MARTIN'S AXIOM (Iterated Forcing Theory and Cardinal Invariants)-----------------------62
    静岡大学   依岡 輝幸 (Yorioka,Teruyuki)
 
7. A FURTHER VARIATION OF THE BANACH-MAZUR GAME AND FORCING AXIOMS (Iterated Forcing Theory and Cardinal Invariants)----------------69
    名古屋大学   吉信 康夫 (Yoshinobu,Yasuo)