应用数学系列丛书：复变量 阿布娄韦提兹（Ablowitz M.J） 著 世界图书出版公司【达额立减】 【速开发票，优质售后，支持7天无理由退换】
《复变量(第2版)》是Cambridge《应用数学系列丛书》之一，内容相当精辟，巧妙地展示了复变量在数学科学中的核心地位以及其在工程和物理科学应用中的关键性作用。复变量的引入不仅增加数学理论本身的完美性，更重要的是提供了一种解决一些数学疑难问题的途径，甚至可以说是解决有些问题的唯一途径。 《复变量(第2版)》的内容分为两大部分。第一部分是整个课程的引入，包括：解析函数，积分，级数和残数积分等初等理论以及一些过渡性方法：复平面的普通微分方程、数值方法等。第二部分包括保形映射，渐近扩张以及Riemann-Hilbert问题。每章节都提供了大量的应用、图例以及练习，这些可以帮助读者加深对复变量的基本概念和基本定理的理解。新版本做了全新的改进，是研究生以及分析方向本科生的理想教程。
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应用数学系列丛书：复变量 阿布娄韦提兹（Ablowitz M.J） 著 世界图书出版公司【放心购买】 【速开发票，优质售后，支持7天无理由退换】
《复变量(第2版)》是Cambridge《应用数学系列丛书》之一，内容相当精辟，巧妙地展示了复变量在数学科学中的核心地位以及其在工程和物理科学应用中的关键性作用。复变量的引入不仅增加数学理论本身的完美性，更重要的是提供了一种解决一些数学疑难问题的途径，甚至可以说是解决有些问题的唯一途径。 《复变量(第2版)》的内容分为两大部分。第一部分是整个课程的引入，包括：解析函数，积分，级数和残数积分等初等理论以及一些过渡性方法：复平面的普通微分方程、数值方法等。第二部分包括保形映射，渐近扩张以及Riemann-Hilbert问题。每章节都提供了大量的应用、图例以及练习，这些可以帮助读者加深对复变量的基本概念和基本定理的理解。新版本做了全新的改进，是研究生以及分析方向本科生的理想教程。
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孤立子、非线性发展方程和逆散射 M.J.Ablowitz,P.A.Clarkson 著 世界图书出版公司【可开电子发票】 正版图书，下单前请先咨询客服，欢迎选购！
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应用数学系列丛书：复变量（第2版）阿布娄韦提兹（Ablowitz M.J） 著世界图书出版公司9787506291804 正版旧书，保证质量，此书为单本而非一套，电子发票！
《复变量(第2版)》是Cambridge《应用数学系列丛书》之一，内容相当精辟，巧妙地展示了复变量在数学科学中的核心地位以及其在工程和物理科学应用中的关键性作用。复变量的引入不仅增加数学理论本身的完美性，更重要的是提供了一种解决一些数学疑难问题的途径，甚至可以说是解决有些问题的途径。 《复变量(第2版)》的内容分为两大部分。第一部分是整个课程的引入，包括：解析函数，积分，级数和残数积分等初等理论以及一些过渡性方法：复平面的普通微分方程、数值方法等。第二部分包括保形映射，渐近扩张以及Riemann-Hilbert问题。每章节都提供了大量的应用、图例以及练习，这些可以帮助读者加深对复变量的基本概念和基本定理的理解。新版本做了全新的改进，是研究生以及分析方向本科生的理想教程。
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Product Details 基本信息 ISBN-13 书号 9781108959728 Author 作者 Ablowitz Mark J. Format 版本 平装-胶订 Pages Number 页数 400页 Publisher 出版社 Cambridge University Press Publication Date 出版日期 2021-03-01 Language 语种 英语 Book Contents 内容简介 The study of complex variables is beautiful from a purely mathematical point of view, and very useful for solving a wide array of problems arising in applications. This introduction to complex variables, suitable as a text for a one-semester course, has been written for undergraduate students in applied mathematics, science, and engineering. Based on the authors’ extensive teaching experience, it covers topics of keen interest to these students, including ordinary differential equations, as well as Fourier and Laplace transform methods for solving partial differential equations arising in physical applications. Many worked examples, applications, and exer
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孤立子、非线性发展方程和逆散射 P.A.Clarkson 著；M.J.Ablowitz 9787506247009 世界 【速开发票，优质售后，支持7天无理由退换】
An exciting and extremely active area of research investigation during the past twenty years has been the study of Solitons and the related issue of the construction of solutions to a wide class of nonlinear equations. Indeed there have been a few books written which serve to review aspect of this burgeoning field. A book coauthored by one of us (MJA) exactly ten years ago, discussed many of the relevant viewpoints as well as a variety of applications. Certain important and novel subareas of research such as the the application of the Inverse Scattering Transform (I.S.T.) to solve nonlinear wave equations on the infinite interval, in one spatial and one temporal dimension (1 + 1), were described in detail. At that time the complete inverse scattering methodology had been carried out primarily for those nonlinear equations related to second order scattering problems. Although it was known that certain nonlinear evolution equations in one and two spatial dimensions were related to suitable (higher order and two
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孤立子、非线性发展方程和逆散射 P.A.Clarkson 著；M.J.Ablowitz 世界图书出版公司 【速开发票，此书为单本而非一套，支持7天无理由退换】
An exciting and extremely active area of research investigation during the past twenty years has been the study of Solitons and the related issue of the construction of solutions to a wide class of nonlinear equations. Indeed there have been a few books written which serve to review aspect of this burgeoning field. A book coauthored by one of us (MJA) exactly ten years ago, discussed many of the relevant viewpoints as well as a variety of applications. Certain important and novel subareas of research such as the the application of the Inverse Scattering Transform (I.S.T.) to solve nonlinear wave equations on the infinite interval, in one spatial and one temporal dimension (1 + 1), were described in detail. At that time the complete inverse scattering methodology had been carried out primarily for those nonlinear equations related to second order scattering problems. Although it was known that certain nonlinear evolution equations in one and two spatial dimensions were related to suitable (higher order and two
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应用数学系列丛书:复变量 阿布娄韦提兹(Ablowitz M.J) 著 世界图书出版公司【售后无忧】 正版图书，下单前请先咨询客服，欢迎选购！
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应用数学系列丛书：复变量【可开电子发票】 线上线下同步销售，请咨询客服查询库存后下单，避免纠纷。
《复变量(第2版)》是Cambridge《应用数学系列丛书》之一，内容相当精辟，巧妙地展示了复变量在数学科学中的核心地位以及其在工程和物理科学应用中的关键性作用。复变量的引入不仅增加数学理论本身的完美性，更重要的是提供了一种解决一些数学疑难问题的途径，甚至可以说是解决有些问题的途径。 《复变量(第2版)》的内容分为两大部分。部分是整个课程的引入，包括：解析函数，积分，级数和残数积分等初等理论以及一些过渡性方法：复平面的普通微分方程、数值方法等。第二部分包括保形映射，渐近扩张以及Riemann-Hilbert问题。每章节都提供了大量的应用、图例以及练习，这些可以帮助读者加深对复变量的基本概念和基本定理的理解。新版本做了全新的改进，是研究生以及分析方向本科生的理想教程。
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Product Details 基本信息 ISBN-13 书号 9781108832618 Author 作者 Ablowitz Mark J. Format 版本 精装 Pages Number 页数 400页 Publisher 出版社 Cambridge University Press Publication Date 出版日期 2021-03-01 Language 语种 英语 Book Contents 内容简介 The study of complex variables is beautiful from a purely mathematical point of view, and very useful for solving a wide array of problems arising in applications. This introduction to complex variables, suitable as a text for a one-semester course, has been written for undergraduate students in applied mathematics, science, and engineering. Based on the authors’ extensive teaching experience, it covers topics of keen interest to these students, including ordinary differential equations, as well as Fourier and Laplace transform methods for solving partial differential equations arising in physical applications. Many worked examples, applications, and exercises a
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孤立子、非线性发展方程和逆散射 P.A.Clarkson 著；M.J.Ablowitz 世界图书出版公司 【速开发票，此书为单本而非一套，支持7天无理由退换】
An exciting and extremely active area of research investigation during the past twenty years has been the study of Solitons and the related issue of the construction of solutions to a wide class of nonlinear equations. Indeed there have been a few books written which serve to review aspect of this burgeoning field. A book coauthored by one of us (MJA) exactly ten years ago, discussed many of the relevant viewpoints as well as a variety of applications. Certain important and novel subareas of research such as the the application of the Inverse Scattering Transform (I.S.T.) to solve nonlinear wave equations on the infinite interval, in one spatial and one temporal dimension (1 + 1), were described in detail. At that time the complete inverse scattering methodology had been carried out primarily for those nonlinear equations related to second order scattering problems. Although it was known that certain nonlinear evolution equations in one and two spatial dimensions were related to suitable (higher order and two
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An exciting and extremely active area of research investigation during the past twenty years has been the study of Solitons and the related issue of the construction of solutions to a wide class of nonlinear equations. Indeed there have been a few books written which serve to review aspect of this burgeoning field. A book coauthored by one of us (MJA) exactly ten years ago, discussed many of the relevant viewpoints as well as a variety of applications. Certain important and novel subareas of research such as the the application of the Inverse Scattering Transform (I.S.T.) to solve nonlinear wave equations on the infinite interval, in one spatial and one temporal dimension (1 + 1), were described in detail. At that time the complete inverse scattering methodology had been carried out primarily for those nonlinear equations related to second order scattering problems. Although it was known that certain nonlinear evolution equations in one and two spatial dimensions were related to suitable (higher order and two
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An exciting and extremely active area of research investigation during the past twenty years has been the study of Solitons and the related issue of the construction of solutions to a wide class of nonlinear equations. Indeed there have been a few books written which serve to review aspect of this burgeoning field. A book coauthored by one of us (MJA) exactly ten years ago, discussed many of the relevant viewpoints as well as a variety of applications. Certain important and novel subareas of research such as the the application of the Inverse Scattering Transform (I.S.T.) to solve nonlinear wave equations on the infinite interval, in one spatial and one temporal dimension (1 + 1), were described in detail. At that time the complete inverse scattering methodology had been carried out primarily for those nonlinear equations related to second order scattering problems. Although it was known that certain nonlinear evolution equations in one and two spatial dimensions were related to suitable (higher order and two
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应用数学系列丛书:复变量【达额立减】 【正品保证，进入店铺更多优惠！】
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