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Bernard Friedman

    Techniques of Applied Mathematics, Ordinary Differential Equations and Green's Functions
    Fitting a Hyperbolic Sine Curve to Creep Data
    Uniform Asymptotic Expansions
    Studies on the gas Bubble Resulting From Underwater Explosions; on the Best Location of a Mine Near the sea Bed
    Techniques of Applied Mathematics; Theory of Distributions
    Principles and Techniques of Applied Mathematics
    • Stimulating, thought-provoking study shows how abstract methods of pure mathematics can be used to systematize problem-solving techniques in applied mathematics. Topics include methods for solving integral equations, finding Green’s function for ordinary or partial differential equations, and for finding the spectral representation of ordinary differential operators.

      Principles and Techniques of Applied Mathematics
    • Uniform Asymptotic Expansions

      • 166 Seiten
      • 6 Lesestunden

      This book presents a detailed treatment of uniform asymptotic expansions in analysis. The authors provide a comprehensive review of the relevant techniques and illustrate their applications to a wide range of problems in science and engineering. The book is an essential read for researchers and practitioners interested in asymptotic analysis.

      Uniform Asymptotic Expansions
    • This book presents a method for fitting a hyperbolic sine curve to creep data. The method is based on a nonlinear least-squares algorithm and is suitable for a wide range of applications in materials science and engineering. The book is an excellent resource for researchers and practitioners interested in creep behavior and modeling.

      Fitting a Hyperbolic Sine Curve to Creep Data
    • Culturally significant, this work has been preserved from its original artifact, maintaining authenticity with original copyright references and library stamps. It serves as a vital piece of the knowledge base of civilization, reflecting its historical importance. The reproduction aims to retain the essence of the original, providing readers with a genuine experience of its content and context.

      An Abstract Formulation of the Method of Separation of Variables
    • The book is recognized for its cultural significance and is an important piece of civilization's knowledge base. It has been reproduced from the original artifact, preserving its authenticity, including copyright references and library stamps, which highlight its historical context and importance in major libraries worldwide.

      An Application of Inversion to Wave Propagation