SALEで更にお買得 Plane、V.I. Complex the in Equations Differential Painleve Gromak Gruyter,2002/美本/匿名配送/送料無料 de al. et 数学
表紙開いてすぐの白紙ページに1か所のみボールペンで書込みがありますが(写真ご覧ください) それ以外には、書き込み汚れ無く、新品に近い美本です。数学 Relaxation Technique for the Simulation of VLSI Circuits, J.K. White, 1987.。 他にも同分野の希少本を多数出品しております。【昭和・学習参考書(数学)】遠山啓・キュート数学Ⅰ(三省堂)・初版・カバー無し。是非ご覧ください。正20面体と5次方程式 改訂新版 (シュプリンガー数学クラシックス) シュプリンガー・フェアラーク東京 F.クライン。 同梱で送料+α お値引き可能です。Large Scale Geometry 大規模幾何学 洋書/数学/群理論/トポロジー/データ解析【ac03d】。ご購入前にコメントにてご相談ください。微分方程式と数式処理 (数学選書) 森北出版 河野 実彦。
以下、裏表紙より転載いたします。統計的方法と科学的推論 R.A.フィッシャー。 This book is the first comprehensive treatment of Painlev differential equations in the complex plane. Starting with a rigorous presentation for the meromorphic nature of their solutions, the Nevanlinna theory will be applied to offer a detailed exposition of growth aspects and value distri- bution of Painlev transcendents. The subsequent main part of the book is devoted to topics of classical background such as representations and expansions of solutions, solutions of special type like rational and special transcendental solutions, Bcklund transformations and higher order analogues, treated separately for each of these six equations. The final chapter offers a short overview of applications of Painlev equations, including an introduction to their discrete counterparts. Due to the present important role of Painlev equations in physical ap- plications, this monograph should be of interest to mathematicians and physicists both in research and in postgraduate studies.
それ以外には、書き込み汚れ無く、新品に近い美本です。数学 Relaxation Technique for the Simulation of VLSI Circuits, J.K. White, 1987.。
他にも同分野の希少本を多数出品しております。【昭和・学習参考書(数学)】遠山啓・キュート数学Ⅰ(三省堂)・初版・カバー無し。是非ご覧ください。正20面体と5次方程式 改訂新版 (シュプリンガー数学クラシックス) シュプリンガー・フェアラーク東京 F.クライン。
同梱で送料+α お値引き可能です。Large Scale Geometry 大規模幾何学 洋書/数学/群理論/トポロジー/データ解析【ac03d】。ご購入前にコメントにてご相談ください。微分方程式と数式処理 (数学選書) 森北出版 河野 実彦。
以下、裏表紙より転載いたします。統計的方法と科学的推論 R.A.フィッシャー。
This book is the first comprehensive treatment of Painlev differential
equations in the complex plane. Starting with a rigorous presentation for
the meromorphic nature of their solutions, the Nevanlinna theory will be
applied to offer a detailed exposition of growth aspects and value distri-
bution of Painlev transcendents. The subsequent main part of the book
is devoted to topics of classical background such as representations and
expansions of solutions, solutions of special type like rational and special
transcendental solutions, Bcklund transformations and higher order
analogues, treated separately for each of these six equations. The final
chapter offers a short overview of applications of Painlev equations,
including an introduction to their discrete counterparts.
Due to the present important role of Painlev equations in physical ap-
plications, this monograph should be of interest to mathematicians and
physicists both in research and in postgraduate studies.