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Elsevier

Pergamon

  • Protides of the Biological Fluids

    Proceedings of the Thirty-First Colloquium, 1983
    • 1st Edition
    • Volume 31
    • H. Peeters
    • English
    Protides of the Biological Fluids: Metal Binding Proteins, Tumor Markers, Monoclonal Antibodies covers the proceedings of the 31st Colloquium by the same title, held in Brussels, Belgium in 1983. This work is composed of three sections encompassing 245 chapters. The first section describes first the structure, physiological function, and physiopathology of metal binding proteins. This section also considers the metal binding mechanism and a series of iron binding and copper binding proteins, as well as hemopexin proteins. The second section is concerned with the physiopathology, screening, monitoring, tumor localization, and biomarkers of tumor. This section also explores the field of immunohistochemistry of biomarkers for tumor monitoring. The third section discusses drug targeting, immunohistochemistry... the identification of lymphocytes and other antigens. Considerable chapters are devoted to clinical assays of monoclonal antibodies. This book will prove useful to oncologists, protein scientists, clinicians, and researchers.

  • Protides of the Biological Fluids

    Proceedings of the Thirty-Third Colloquium, 1985
    • 1st Edition
    • Volume 33
    • H. Peeters
    • English
    An International Review Series Devoted to Proteins and Related Studies, Volume 33: Protides of the Biological Fluids documents the proceedings of the 33rd Colloquium held in 1985. This book is divided into three sections. Section A focuses on the plasma protein genes that includes the location of genes on the chromosome, pathology and variance of several genes, and gene expression. The proteins of the nucleus and detection of antibodies, such as antinuclear antibodies (ANA), to nuclear constituents are deliberated in Section B. Section C is devoted to the technical advances in the field of protein chemistry. This book is a good reference for students, researchers, and medical practitioners conducting work on the protides of biological fluids.

  • Protides of the BIological Fluids

    Proceedings of the Thirtieth Colloquium, 1982
    • 1st Edition
    • Volume 30
    • H. Peeters
    • English
    Protides of the Biological Fluids: Proceedings of the 30th Colloquium, 1982 is a collection of manuscripts presented at the 30th Colloquium, held in Brussels, Belgium in 1982. This text is organized into three sections encompassing 160 chapters. The first section highlights the mechanisms of the normal and abnormal mental function through evaluation of neuroproteins or the so-called “think-proteins”. This section describes the manifestations, clinical features, diagnosis, and therapeutic options of nervous system diseases. The second section tackles monoclonal proteins as a reagent to detect antigens. This section deals with the significant progress in cancer therapy and the binding of cytotoxic drugs to monoclonal antibodies. The third section considers the potential of isodalt electrophoresis and high-pressure liquid chromatography, with particular emphasis on their application to protein analysis in biological fluids. This book will be of great value to biochemists, clinical chemists, and clinicians.

  • Field Geology in the British Isles

    A Guide to Regional Excursions
    • 1st Edition
    • J. G. C. Anderson
    • English
    The first book to cover geological excursions for the whole of the British Isles. Information on the best means of studying geology in the field in the British Isles is followed by descriptions of 194 geological itineraries based on a number of centres and a final chapter on the geology evident on 31 journeys by road, rail and coastal boat. Sketch maps indicate the routes of all the excursions with maps showing the geology of each region. These are detailed for those areas for which modern geological maps are not available.

  • The Fundamentals of Mathematical Analysis

    • 1st Edition
    • Volume 72
    • G. M. Fikhtengol'ts
    • I. N. Sneddon
    • English
    The Fundamentals of Mathematical Analysis, Volume 1 is a textbook that provides a systematic and rigorous treatment of the fundamentals of mathematical analysis. Emphasis is placed on the concept of limit which plays a principal role in mathematical analysis. Examples of the application of mathematical analysis to geometry, mechanics, physics, and engineering are given. This volume is comprised of 14 chapters and begins with a discussion on real numbers, their properties and applications, and arithmetical operations over real numbers. The reader is then introduced to the concept of function, important classes of functions, and functions of one variable; the theory of limits and the limit of a function, monotonic functions, and the principle of convergence; and continuous functions of one variable. A systematic account of the differential and integral calculus is then presented, paying particular attention to differentiation of functions of one variable; investigation of the behavior of functions by means of derivatives; functions of several variables; and differentiation of functions of several variables. The remaining chapters focus on the concept of a primitive function (and of an indefinite integral); definite integral; geometric applications of integral and differential calculus. This book is intended for first- and second-year mathematics students.

  • The Fundamentals of Mathematical Analysis

    • 1st Edition
    • G. M. Fikhtengol'ts
    • I. N. Sneddon + 2 more
    • English
    The Fundamentals of Mathematical Analysis, Volume 2 is a continuation of the discussion of the fundamentals of mathematical analysis, specifically on the subject of curvilinear and surface integrals, with emphasis on the difference between the curvilinear and surface ""integrals of first kind"" and ""integrals of second kind."" The discussions in the book start with an introduction to the elementary concepts of series of numbers, infinite sequences and their limits, and the continuity of the sum of a series. The definition of improper integrals of unbounded functions and that of uniform convergence of integrals are explained. Curvilinear integrals of the first and second kinds are analyzed mathematically. The book then notes the application of surface integrals, through a parametric representation of a surface, and the calculation of the mass of a solid. The text also highlights that Green's formula, which connects a double integral over a plane domain with curvilinear integral along the contour of the domain, has an analogue in Ostrogradski's formula. The periodic values and harmonic analysis such as that found in the operation of a steam engine are analyzed. The volume ends with a note of further developments in mathematical analysis, which is a chronological presentation of important milestones in the history of analysis. The book is an ideal reference for mathematicians, students, and professors of calculus and advanced mathematics.

  • Functions of a Complex Variable and Some of Their Applications

    • 1st Edition
    • B. A. Fuchs + 1 more
    • I. N. Sneddon + 1 more
    • English
    Functions of a Complex Variable and Some of Their Applications, Volume 1, discusses the fundamental ideas of the theory of functions of a complex variable. The book is the result of a complete rewriting and revision of a translation of the second (1957) Russian edition. Numerous changes and additions have been made, both in the text and in the solutions of the Exercises. The book begins with a review of arithmetical operations with complex numbers. Separate chapters discuss the fundamentals of complex analysis; the concept of conformal transformations; the most important of the elementary functions; and the complex potential for a plane vector field and the application of the simplest methods of function theory to the analysis of such a field. Subsequent chapters cover the fundamental apparatus of the theory of regular functions, i.e. basic integral theorems and expansions in series; the general concept of an analytic function; applications of the theory of residues; and polygonal domain mapping. This book is intended for undergraduate and postgraduate students of higher technical institutes and for engineers wishing to increase their knowledge of theory.

  • Operational Calculus

    • 2nd Edition
    • Volume 110
    • Thomas K. Boehme
    • I.N. Sneddon
    • English
    Operational Calculus, Volume II is a methodical presentation of operational calculus. An outline of the general theory of linear differential equations with constant coefficients is presented. Integral operational calculus and advanced topics in operational calculus, including locally integrable functions and convergence in the space of operators, are also discussed. Formulas and tables are included. Comprised of four sections, this volume begins with a discussion on the general theory of linear differential equations with constant coefficients, focusing on such topics as homogeneous and non-homogeneous equations and applications of operational calculus to partial differential equations. The section section deals with the integral of an operational function and its applications, along with integral transformations. A definition of operators in terms of abstract algebra is then presented. Operators as generalized functions, power series of operators, and Laplace transform are also discussed. Formulas of the operational calculus and tables of functions round out the book. This monograph will be useful to engineers, who regard the operational calculus merely as a tool in their work, and readers who are interested in proofs of theorems and mathematical problems.

  • Convergence Problems of Orthogonal Series

    • 1st Edition
    • Volume 20
    • G. Alexits
    • English
    Convergence Problems of Orthogonal Series deals with the theory of convergence and summation of the general orthogonal series in relation to the general theory and classical expansions. The book reviews orthogonality, orthogonalization, series of orthogonal functions, complete orthogonal systems, and the Riesz-Fisher theorem. The text examines Jacobi polynomials, Haar's orthogonal system, and relations to the theory of probability using Rademacher's and Walsh's orthogonal systems. The book also investigates the convergence behavior of orthogonal series by methods belonging to the general theory of series. The text explains some Tauberian theorems and the classical Abel transform of the partial sums of a series which the investigator can use in the theory of orthogonal series. The book examines the importance of the Lebesgue functions for convergence problems, the generalization of the Walsh series, the order of magnitude of the Lebesgue functions, and the Lebesgue functions of the Cesaro summation. The text also deals with classical convergence problems in which general orthogonal series have limited significance as orthogonal expansions react upon the structural properties of the expanded function. This reaction happens under special assumptions concerning the orthogonal system in whose functions the expansion proceeds. The book can prove beneficial to mathematicians, students, or professor of calculus and advanced mathematics.

  • Optical Fibres

    EPO Applied Technology Series
    • 1st Edition
    • Volume 5
    • J. Geisler + 2 more
    • English
    Optical Fibers covers numerous research works on the significant advances in optical fibers, with particular emphasis on their application. This text is composed of three parts encompassing 15 chapters. The first part deals with the manufacture of optical fibers and the materials used in their production. The second part describes optical-fiber connectors, terminals and branches. The third part is concerned with the major optoelectronic components encountered in optical-communicatio... systems. This book will be of value to research scientists, engineers, and patent workers.

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