書誌情報	ファイル
表紙・目次    (2011-09)   数理解析研究所講究録, 1764
実閉体の生い立ち (実閉体上の幾何と特異点論への応用)   塩田, 昌弘 (2011-09)   数理解析研究所講究録, 1764: 1-6
実閉体の一つの応用 : LOJASIEWICZの不等式 (実閉体上の幾何と特異点論への応用)   塩田, 昌弘 (2011-09)   数理解析研究所講究録, 1764: 7-15
特異点の判定と微分幾何学への応用 (実閉体上の幾何と特異点論への応用)   福井, 敏純 (2011-09)   数理解析研究所講究録, 1764: 16-29
NATURAL TRANSFORMATIONS ASSOCIATED TO ADDITIVE HOMOLOGY CLASSES (Geometry on Real Closed Field and its Application to Singularity Theory)   YOKURA, SHOJI (2011-09)   数理解析研究所講究録, 1764: 30-47
AN INTRODUCTION TO SEMI-ALGEBRAIC SETS (Geometry on Real Closed Field and its Application to Singularity Theory)   TA, LE LOI (2011-09)   数理解析研究所講究録, 1764: 48-58
Topological Radon transforms with modified kernels on Grassmann manifolds (Geometry on Real Closed Field and its Application to Singularity Theory)   MATSUI, Yutaka (2011-09)   数理解析研究所講究録, 1764: 59-69
THE VANISHING CYCLES OF TYPES A$_{\frac{1}{2}\infty}$ AND D$_{\frac{1}{2}\infty}$ (Geometry on Real Closed Field and its Application to Singularity Theory)   SAITO, KYOJI (2011-09)   数理解析研究所講究録, 1764: 70-70
Hypersurfaces and Polar curves (Geometry on Real Closed Field and its Application to Singularity Theory)   Trang, Le Dung (2011-09)   数理解析研究所講究録, 1764: 71-79
INTRODUCTION TO NON-DEGENERATE MIXED FUNCTIONS (Geometry on Real Closed Field and its Application to Singularity Theory)   OKA, MUTSUO (2011-09)   数理解析研究所講究録, 1764: 80-101
代数的局所コホモロジーの計算法とそれを用いたスタンダード基底・グレブナー基底計算について (実閉体上の幾何と特異点論への応用)   鍋島, 克輔; 中村, 弥生; 田島, 慎一 (2011-09)   数理解析研究所講究録, 1764: 102-125
有限確定多重芽上持ち上げ可能なベクトル場がなす加群の生成元について (実閉体上の幾何と特異点論への応用)   西村, 尚史 (2011-09)   数理解析研究所講究録, 1764: 126-138
A certain surgery construction of contact 3-manifolds (Geometry on Real Closed Field and its Application to Singularity Theory)   ADACHI, Jiro (2011-09)   数理解析研究所講究録, 1764: 139-148
Basic Topics on Tropical Geometry and Singularities (Geometry on Real Closed Field and its Application to Singularity Theory)   Ishikawa, Goo (2011-09)   数理解析研究所講究録, 1764: 149-164
ON IMMERSED ORIENTED SURFACES AND THEIR PLANE PROJECTIONS (Geometry on Real Closed Field and its Application to Singularity Theory)   YAMAMOTO, MINORU (2011-09)   数理解析研究所講究録, 1764: 165-173