スレタイ箱入り無数目を語る部屋34(あほ二人の”アナグマの姿焼き"Part8ｗ)

[20] arXiv:2609.17114 [pdf, html, other]
Fejér-Rogosinski theorem for the Neil algebra
Nilanjan Das, Jaydeb Sarkar
Comments: 9 pages
Subjects: Complex Variables (math.CV); Functional Analysis (math.FA); Operator Algebras (math.OA)
[21] arXiv:2609.16676 [pdf, html, other]
When can a power series be analytically continued?
Kei Beauduin
Comments: 18 pages
Subjects: Complex Variables (math.CV)
[22] arXiv:2609.17513 (cross-list from math.AG) [pdf, html, other]
Chern bounds and tangent geometry of polarized Calabi-Yau threefolds
Atsushi Kanazawa
Subjects: Algebraic Geometry (math.AG); High Energy Physics - Theory (hep-th); Complex Variables (math.CV)
[23] arXiv:2609.17142 (cross-list from math.AG) [pdf, other]
A new degenerated second main theorem for meromorphic mappings with hypersurfaces
Gerd Dethloff (LMBA), Si Duc Quang
Journal-ref: Vietnam Journal of Mathematics, 2026
Subjects: Algebraic Geometry (math.AG); Complex Variables (math.CV)

決定番号が確率変数で有ろうが無かろうが
2つの決定番号m,nをランダムに選択して
選んだ方がもう一方より大きい確率は1/2以下
というのが箱入り無数目
箱入り無数目はm,nの選択までを確率事象にはしてません
そこは何でもよい定数としてますからね