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      by 
      International Symposium on Variational Methods in Geosciences (1985 : University of Oklahoma)
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      optimization and numerical analysis. The tremendous accumulation of information on the use of variational
      by 
      Chen, Wai-Fah, 1936-
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      modern development of the mathematical theory of soil plasticity necessary to any engineer working under
      by 
      Karpovsky, Mark G.
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      PLAS; I. INTRODUCTION; II. MATHEMATICAL BACKGROUND FOR ENCODED PLA ANALYSIS; III. EXAMPLES OF ALGORITHM
      by 
      Baker, Peter F. (Peter Frederick), 1939-
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      . Introduction; ll. Characteristics of Multi-Ion Pores; lll. Experimental Results; IV. A Mathematical Model; V
      by 
      Emrich, Raymond Jay, 1917-
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      Chapter 10. Dimensional Analysis and Model Testing Principles10.1. Mathematical Foundations of
      by 
      Conference on Advanced Techniques in Track Train Dynamics (1977 : Chicago, Ill.)
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      FATIGUE LIFE ANALYSIS; INTRODUCTION; FATIGUE ANALYSIS; ENVIRONMENTAL CHARACTERIZATION; ACKNOWLEDGEMENT
      by 
      Engelking, Ryszard.
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      , global analysis, differential equations on manifolds, and mathematical physics, and for the readers who
      by 
      Levy, Haim.
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      . EQUIVALENCE AMONG ALTERNATIVE PORTFOLIO SELECTION CRITERIA; I. Introduction; II. Mathematical Definitions and
      by 
      Osterhage, Wolfgang W., author.
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      , especially the background subtraction. Although the mathematical mechanism had been developed by J. D. Kellie
      by 
      Steiner, Karl-Heinz.
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      Mathematical Symbols Used in This Work; Some Universal Constants (SI-units); Dedication; Preface; Table of
      by 
      Elton, Robert Andrew, author.
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      The basic purpose of the work described in this thesis is to explore ways in which mathematical
      by 
      Killingbeck, J. P. (John P.)
      Format: 
      Excerpt: 
      ; Comment on Notation; Chapter 1. Vector Analysis; 1.1. Scalars, Tensors, and Vectors; 1.2. Scalar, Vector
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