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Bookbot

Takashi Suzuki

    METHODS OF GEOMETRY THEORY PARTIAL DIFFERENTIAL EQUATIONS
    FUNDAMENTALS OF GENERAL EQUILIBRIUM ANALYSIS
    APPLIED ANALYSIS (3RD ED)
    • APPLIED ANALYSIS (3RD ED)

      • 688 Seiten
      • 25 Lesestunden

      The new edition enhances the study of applied analysis by incorporating essential materials from both applied and theoretical sciences relevant to contemporary society. It covers mathematical modeling with ODEs, Riemann geometry, and tensor analysis in continuum mechanics, alongside detailed discussions on optimization and real analysis in PDE studies. Advanced topics include integration of ODEs, inverse Sturm-Liouville problems, and diffusion geometry, with corrections and extensions to the analysis of the Smoluchowski-Poisson equation, focusing on quantized blowup mechanisms.

      APPLIED ANALYSIS (3RD ED)
    • Incorporating Marshallian concepts like external increasing returns and monopolistic competition, this revised edition enhances the general equilibrium framework rooted in Walrasian tradition. It features new chapters and sections that deepen the analysis of production and increasing returns, providing a comprehensive exploration of these economic theories. This updated work aims to bridge classical and modern economic thought, making it a valuable resource for scholars and students alike.

      FUNDAMENTALS OF GENERAL EQUILIBRIUM ANALYSIS
    • Exploring the intersection of mathematics and reality, this book delves into how mathematical models capture the complexities of the world around us. It highlights the analytical processes that lead to surprising predictions and phenomena, emphasizing the transformative power of mathematical insights in understanding and interpreting real-world scenarios.

      METHODS OF GEOMETRY THEORY PARTIAL DIFFERENTIAL EQUATIONS