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      by 
      Davis, H. Ted (Howard Ted)
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      Linear algebra and linear operators in engineering : with applications in Mathematica / Davis, H
      by 
      Pietsch, A. (Albrecht)
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      Linear operators.
      by 
      Banach, Stefan, 1892-1945.
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      Mathematics Linear operators
      by 
      Kadison, Richard V., 1925-
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      Linear spaces -- Basics of Hilbert space and linear operators -- Banach algebras -- Elementary C
      by 
      Chazarain, Jacques.
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      ; TABLE OF CONTENTS; FOREWORD; Chapter 1. Distributions and operators; Chapter 2. Sobolev spaces and
      by 
      Rothe, Erich H.
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      .E. Linear maximal monotone operators and singular nonlinear integral equations of Hammerstein type.--Cesari
      by 
      Zemanian, A. H. (Armen H.)
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      . Kernel Operators; Chapter 5. Convolution Operators; Chapter 6. The Laplace Transformation; Chapter 7. The
      by 
      Prugovečki, Eduard.
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      Theory and Hilbert Spaces of Functions with Applications to Wave Mechanics; Chapter III. Theory of Linear
      by 
      Paidoussis, M. P.
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      bibliography of important work in the field. . The Non-linear behaviour of Fluid-Structure interactions . The
      by 
      Narasimhan, Raghavan.
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      characterizations of linear differentiable operators, due to Peetre and Hormander. The inequalit.
      by 
      Mimura, Masayasu.
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      -Diffusion EquationsCHChapter 8. On Some Non-linear Dispersive Systems and the Associated Nonlinear Evo-lution Operators
      by 
      Roman, Steven.
      Format: 
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      Algebra; 2. Linear Operators; 3. Sheffer Sequences; 4. Associated Sequences; 5. Appell Sequences; 6. A Few
      by 
      Hirsch, Morris W., 1933- author.
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      Systems and Exponentials of Operators. Linear Systems and Canonical Forms of Operators. Contractions and
      by 
      Ash, Robert B., author.
      Format: 
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      Spaces; 3.3 Linear Operators on Normed Linear Spaces; 3.4 Basic Theorems of Functional Analysis; 3.5 Some
      by 
      Takahashi, Yasushi.
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      ; CHAPTER I. INTRODUCTION; 1. Introductory considerations; 2. Creation and annihilation operators; CHAPTER
      by 
      Ladyzhenskai͡a, O. A. (Olʹga Aleksandrovna)
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      8. The Classes BmN1CHAPTER 3. LINEAR EQUATIONS; 1. Solvability of the Dirichlet Problem in the
      by 
      Korevaar, Jacob, 1923-
      Format: 
      Excerpt: 
      , LINEARLY INDEPENDENT SETS, AND BASES; 3. DIMENSION OF A VECTOR SPACE; 4. LINEAR TRANSFORMATIONS; 5. LINEAR
      by 
      Ramm, A. G. (Alexander G.)
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      -- Chapter 4. DSM and linear ill-posed problems -- Chapter 5. Some inequalities -- Chapter 6. DSM for
      by 
      Argyros, Ioannis K.
      Format: 
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      Nonsmooth Operators -- 8. Applications of the weaker version of the Newton-Kantorovich theorem -- 9. The
      by 
      Cohen, Albert, 1965-
      Format: 
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      analysis of wavelets and other related multiscale methods : function spaces, linear and nonlinear
      by 
      Zhdanov, Michael S.
      Format: 
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      . Linear operators and functionals revisited -- Appendix E. Some formulae and rules from matrix algebra
      by 
      Analysis Conference (1986 : Singapore)
      Format: 
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      commuting families of linear operators; Chapter 16. The class of Möbius transformations of convex mappings
      by 
      Eijndhoven, S. J. L. van (Stephanus J. L.), 1956-
      Format: 
      Excerpt: 
      and Their Duality. Linear Mappings, Tensor Products and Kernel Theorems. Illustrations of Analyticity
      by 
      Adomian, G.
      Format: 
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      Differential Nonlinear Operators; 3.4. Convenient Computational Forms for the An Polynomials; 3.5. Linear Limit
      by 
      Scheveningen Conference on Differential Equations (2nd : 1975)
      Format: 
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      -ordinary differential-boundary subspaces and spectral theory / A. Dijksma -- Some degenerated differential operators on
      by 
      Symposium on Mathematical Foundations of the Finite Element Method with Applications to Partial Differential Equations (1972 : University of Maryland, Baltimore County)
      Format: 
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      problem of linear perturbation operators; 9.3. Penalty method with linear perturbations; 9.4. Problems of
      by 
      Rosen, Gerald, 1933-
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      -- Appendices: A. Functional differentiation -- B. Linear representations of a lie group -- C. Haar measure -- D
      by 
      Wohlers, M. Ronald.
      Format: 
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      mathematical study of a subset of passive linear operators. This five-chapter focuses on the questions of
      by 
      Zhdanov, Michael S.
      Format: 
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      Differential Forms -- C Mathematical Notations -- D Definition of Fields and Units -- E Linear Operators and
      Format: 
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      orthogonality requirements can be dealt with using projection operators. Electron-ion collisional processes are
      by 
      Bakaev, Nikolai Yu.
      Format: 
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      . -- Integro-Differential Equations. -- APPENDIX. -- A Functions of Linear Operators. -- B Cauchy Problems in
      by 
      Babin, A. V. (Anatoliĭ Vladimirovich)
      Format: 
      Excerpt: 
      OF LINEAR OPERATORS; Chapter 5. INVARIANT MANIFOLDS OF SEMIGROUPS AND MAPPINGS AT EQUILIBRIUM POINTS
      by 
      Menke, William.
      Format: 
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      -- Confidence Intervals. -- SOLUTION OF THE LINEAR, GAUSSIAN INVERSE PROBLEM, VIEWPOINT 1:THE LENGTH METHOD
      by 
      Carroll, Robert W., 1930-2012.
      Format: 
      Excerpt: 
      . Appendices: Introduction to Linear Functional Analysis. Selected Topics in Functional Analysis. Introduction
      by 
      Adomian, G.
      Format: 
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      ; References; Chapter 3. Stochastic Operators and Stochastic Systems; 3.1. Stochastic Systems-Basic Concepts; 3
      by 
      International Symposium on Interval Mathematics (2nd : 1980 : Universität Freiburg)
      Format: 
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      . CONVERGENCE OF DERIVATIVES OF LINEAR OPERATORS; REFERENCES; CHAPTER 11. ROUNDING ERROR IN GAUSSIAN ELIMINATION
      by 
      Constantinescu, F. (Florin), 1938-
      Format: 
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      Countably-Normed Spaces; 1.11. Linear Operators; CHAPTER 2. Test Function Spaces.
      by 
      Seminário de Holomorfia (1977 : Universidade Federal do Rio de Janeiro)
      Format: 
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      holomorphic "normal forms" of operators on the Fock spaces of Boson fields and an extension of the concept of
      by 
      Scheveningen Conference on Differential Equations (3rd : 1977)
      Format: 
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      -back control theory / A. van Harten and J.M. Schuhmacher -- Transformation operators and wave propagation in a
      by 
      Curtain, Ruth F.
      Format: 
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      Spectral theory for compact normal operators -- 9.4 Spectral decomposition for unbounded linear operators
      by 
      Killingbeck, J. P. (John P.)
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      of a Matrix; 2.6. Matrices as Representations of Linear Operators; 2.7. Application of Matrix Theory
      by 
      Berg, Lothar.
      Format: 
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      . Comparison between function and value products; 16. Titchmarsh's theorem; 17. The field of operators; 18
      by 
      Torokhti, A. (Anatoli)
      Format: 
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      dimensional vector spaces -- 6.3 Optimal linear Filtering in Hilbert spaces -- 6.4 Optimal causal linear
      by 
      Howard, Harry (Harry duBignon)
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      images. Computational simulations are designed in which the logical operators are learned by associating
      by 
      Guinot, Vincent.
      Format: 
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      notions -- 1.2 The Riemann problem -- 1.3 A linear conservation law: the advection equation -- 1.4 A
      by 
      Vrabie, I. I. (Ioan I.), 1951-
      Format: 
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      . Functional Calculus for Bounded Operators -- 1.9. Functional Calculus for Unbounded Operators -- Problems
      by 
      Dahmen, Wolfgang, 1949-
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      . Wickerhauser, Marie Farge, and Eric Goirand -- Analysis of second order elliptic operators without boundary
      by 
      Jager, E. M. de (Eduardus Marie de)
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      Introduction -- 2 The Maximum Principle for Elliptic Operators -- 3 The Formal Approximation -- 4 Estimation of
      by 
      Taylor, T. T. (Thomas Tallott)
      Format: 
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      QUANTIZATION OF A PHYSICAL SYSTEM; 8.01. General Definition of Operators; Linear Operators; 8.02. The Non
      by 
      Mesarović, Mihajlo D.
      Format: 
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      , Decomposition, and Decoupling -- 1. Connecting Operators -- 2. Subsystems, Components, and Decomposition -- 3
      by 
      Gilʹ, M. I. (Mikhail Iosifovich)
      Format: 
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      perturbation results for linear operators in a Hilbert space are presented. These results are then used in the