Positive Solutions for Some Boundary Value Problems: Via Ekeland Variational Principleand Critical Point Theory
物品 #: 272102646

Positive Solutions for Some Boundary Value Problems: Via Ekeland Variational Principleand Critical Point Theory

物品 #: 272102646

HKD 2298

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現在訂購,約可在下列時間收貨: 星期二, 十二月 08
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What Stands Out

Innovative Approach
Utilizes Ekeland's Variational Principle for robust solutions, offering a fresh perspective on boundary value problems that enhances problem-solving capabilities.
Comprehensive Theory
Integrates critical point theory, providing a thorough framework that addresses complex mathematical challenges effectively while ensuring a deeper understanding of boundary conditions.
Practical Applications
Translates abstract theory into practical solutions, appealing to academics and practitioners seeking innovative methods to resolve boundary value conditions in various fields.

產品詳情

Shop Positive Solutions for Some Boundary Value Problems: Via Ekeland Variational Principleand Critical Point Theory online at a best price in 香港. 6202525312
Yayu0131ncu0131LAP Lambert Academic Publishing
Yayu0131nlanma Tarihi8 Mayu0131s 2020
Dilu0130ngilizce
Basku0131 Uzunluu011fu132 sayfa
ISBN-106202525312
ISBN-13978-6202525312
Boyutlar15.2 x 0.8 x 22.9 cm

產品敘述

Positive Solutions for Some Boundary Value Problems: Via Ekeland Variational Principleand Critical Point Theory

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İngilizce Baskı Dahmane Bouafia Format: Kağıt Kapak Editorial Review

Positive Solutions for Some Boundary Value Problems: Via Ekeland Variational Principle and Critical Point Theory offers a comprehensive exploration of mathematical problems within a structured format. Published by LAP Lambert Academic Publishing on May 8, 2020, this English-language book spans 132 pages and measures 15.2 x 0.8 x 22.9 cm. It delves into advanced concepts, making it a valuable resource for scholars in the field. Readers have noted the clarity of explanations and the logical flow of topics, which enhances understanding. This book is beneficial for anyone looking to deepen their knowledge in variational principles and critical point theory, aligning with both theoretical and practical applications in mathematics.

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優點

  • Thorough exploration of boundary value problems
  • Clear explanations of complex topics
  • Structured format for easy understanding
  • Published by a reputable academic publisher
  • Well-organized and logical flow of content

缺點

  • Some readers might find it too specialized for beginners

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