本本书屋

An Introduction to Complex Analysis in Several Variables 2024 pdf epub mobi 電子書下載

An Introduction to Complex Analysis in Several Variables

☆☆☆☆☆
簡體網頁||繁體網頁

An Introduction to Complex Analysis in Several Variables pdf epub mobi 著者簡介

An Introduction to Complex Analysis in Several Variables pdf epub mobi 圖書描述

A number of monographs of various aspects of complex analysis in several variables have appeared since the first version of this book was published, but none of them uses the analytic techniques based on the solution of the Neumann Problem as the main tool.

The additions made in this third, revised edition place additional stress on results where these methods are particularly important. Thus, a section has been added presenting Ehrenpreis' ``fundamental principle'' in full. The local arguments in this section are closely related to the proof of the coherence of the sheaf of germs of functions vanishing on an analytic set. Also added is a discussion of the theorem of Siu on the Lelong numbers of plurisubharmonic functions. Since the L<SUP>2</SUP> techniques are essential in the proof and plurisubharmonic functions play such an important role in this book, it seems natural to discuss their main singularities.

An Introduction to Complex Analysis in Several Variables 2024 pdf epub mobi 電子書下載

An Introduction to Complex Analysis in Several Variables pdf epub mobi 圖書目錄

下載链接在页面底部

點擊這裡下載

facebook linkedin mastodon messenger pinterest reddit telegram twitter viber vkontakte whatsapp 複製鏈接

想要找書就要到本本書屋

onlinetoolsland.com

立刻按 ctrl+D收藏本頁

你會得到大驚喜!!

發表於2024-06-15

An Introduction to Complex Analysis in Several Variables 2024 pdf epub mobi 電子書下載

An Introduction to Complex Analysis in Several Variables 2024 pdf epub mobi 電子書下載

An Introduction to Complex Analysis in Several Variables 2024 pdf epub mobi 電子書下載

喜欢 An Introduction to Complex Analysis in Several Variables 電子書的读者还喜欢

An Introduction to Complex Analysis in Several Variables pdf epub mobi 讀後感

評分☆☆☆☆☆

評分☆☆☆☆☆

評分☆☆☆☆☆

評分☆☆☆☆☆

評分☆☆☆☆☆

類似圖書點擊查看全場最低價

出版者:North Holland

作者:L.Hormander

出品人:

頁數:268

譯者:

出版時間:1990-01-01

價格:USD 114.00

裝幀:Hardcover

isbn號碼:9780444884466

叢書系列:North-Holland Mathematical Library

圖書標籤: 多復變函數數學 L.Hormander 多復變分析復變函數想啃的復分析7

An Introduction to Complex Analysis in Several Variables 2024 pdf epub mobi 電子書下載

想要找書就要到本本書屋

onlinetoolsland.com

立刻按 ctrl+D收藏本頁

你會得到大驚喜!!

An Introduction to Complex Analysis in Several Variables pdf epub mobi 用戶評價

評分☆☆☆☆☆

從微分方程角度來思考多復分析。紐曼問題和常係數偏微分方程：cousin問題就是已知邊界條件的方程問題。替代解析空間用Banach 代數。非齊次黎曼柯西方程的解是柯西積分公式。亞調和函數， Hartogs Oka 。 Stein manifolds 可被嵌入在高維復嚮量空間其上的凝聚分析層依賴於柯西黎曼方程和局部理論。流形的復結構可以從黎曼柯西方程給定積分條件。

評分☆☆☆☆☆

從微分方程角度來思考多復分析。紐曼問題和常係數偏微分方程：cousin問題就是已知邊界條件的方程問題。替代解析空間用Banach 代數。非齊次黎曼柯西方程的解是柯西積分公式。亞調和函數， Hartogs Oka 。 Stein manifolds 可被嵌入在高維復嚮量空間其上的凝聚分析層依賴於柯西黎曼方程和局部理論。流形的復結構可以從黎曼柯西方程給定積分條件。

評分☆☆☆☆☆

從微分方程角度來思考多復分析。紐曼問題和常係數偏微分方程：cousin問題就是已知邊界條件的方程問題。替代解析空間用Banach 代數。非齊次黎曼柯西方程的解是柯西積分公式。亞調和函數， Hartogs Oka 。 Stein manifolds 可被嵌入在高維復嚮量空間其上的凝聚分析層依賴於柯西黎曼方程和局部理論。流形的復結構可以從黎曼柯西方程給定積分條件。

評分☆☆☆☆☆

從微分方程角度來思考多復分析。紐曼問題和常係數偏微分方程：cousin問題就是已知邊界條件的方程問題。替代解析空間用Banach 代數。非齊次黎曼柯西方程的解是柯西積分公式。亞調和函數， Hartogs Oka 。 Stein manifolds 可被嵌入在高維復嚮量空間其上的凝聚分析層依賴於柯西黎曼方程和局部理論。流形的復結構可以從黎曼柯西方程給定積分條件。

評分☆☆☆☆☆

就是沒有習題

An Introduction to Complex Analysis in Several Variables 2024 pdf epub mobi 電子書下載

分享鏈接

facebook linkedin mastodon messenger pinterest reddit telegram twitter viber vkontakte whatsapp 複製鏈接

An Introduction to Complex Analysis in Several Variables pdf 下載 An Introduction to Complex Analysis in Several Variables epub 下載 An Introduction to Complex Analysis in Several Variables mobi 下載 An Introduction to Complex Analysis in Several Variables txt 下載

An Introduction to Complex Analysis in Several Variables bar code 下載

扫码下載

查看全網最低價

An Introduction to Complex Analysis in Several Variables 2024 pdf epub mobi 電子書下載

相關圖書

本站所有內容均為互聯網搜索引擎提供的公開搜索信息，本站不存儲任何數據與內容，任何內容與數據均與本站無關，如有需要請聯繫相關搜索引擎包括但不限於百度，google,bing,sogou 等

友情鏈接

中國國家圖書館

國立台灣圖書館

美國國會圖書館

開放圖書館 openlibrary.org

© 2024 onlinetoolsland.com All Rights Reserved. 本本書屋版權所有