IGUSA LOCAL ZETA FUNCTION OF THE POLYNOMIAL ＄f(x)=x_{1}^{m}+x_{2}^{m}+￥cdots+x_{n}^{m}＄

スポンサーリンク

概要

• 論文の詳細を見る

• We determine an explicit formula for the Igusa local zeta function corresponding to the character ＄￥chi=1＄ and the polynomial ＄f(x)=x_{1}^{m}+x_{2}^{m}+＄ . . ＄.+x_{n}^{m}＄ over the p-adic field ＄￥mathbb{Q}_{p}＄ , for an arbitrary rational prime ＄p＄ and a positive rational integer ＄m＄ satisfying gcd ＄(m,p)=gcd(m,p-1)=1＄ .

• Yokohama City University and Yokohama National Universityの論文

Yokohama City University and Yokohama National University | 論文

• UNIVERSAL SPACES FOR ZERO-DIMENSIONAL CLOSED IMAGES OF METRIC SPACES : dedicate to my mother on her 77th birthday
• A TOPOLOGICAL APPROACH TO THE NIELSEN'S REALIZATION PROBLEM FOR HAKEN 3-MANIFOLDS
• ON A CERTAIN CLASS OF FUNCTIONS OF BOUNDED BOUNDARY ROTATION
• ON THE SWITCHBACK VERTION OF JOSEPHUS PROBLEM
• ON EXISTENCE OF SOLUTIONS FOR THE UNILATERAL PROBLEM ASSOCIATED TO THE DEGENERATE KIRCHHOFF EQUATIONS

もっと見る

スポンサーリンク