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3,000 Solved Problems in Linear Algebra, 1st Ed.
Lipschutz1989
Vectors in R and C.; Matrix Algebra.; Systems of Linear Equations.; Square Matrices.; Determinants.; Algebraic Structures.; Vector Spaces and Subspaces.; Linear Dependence, Basis, Dimension.; Mappings.; Linear Mappings.; Spaces of Linear Mappings.; Matrices and Linear Mappings.; Change of Basis, Similarity.; Inner Product Spaces, Orthogonality.; Polynomials Over A Field.; Eigenvalues and Eigenvectors.; Diagonalization.; Canonical Forms.; Linear Functional and the Dual Space.; Bilinear, Quadratic, and Hermitian Forms.; Linear Operators on Inner Product Spaces.; Applications to Geometry and Calculus. ,
McGraw-HillSISBN: 0070380236   PGS: 750List: 24.95     YOUR PRICE: 23.70
A+ A-PLUS NOTES FOR BEGINNING ALGEBRA
RONG YANG2003
Contents: Real Numbers; Decimals; Number Theory; Fractions; Ratios, Proportions, and Percents; Equations; Functions and Graphs; Polynomials and Factoring; Inequalities and Absolute Values; Systems of Equations and Inequalities; Radicals; Quadratic Equations and Functions; Rational Expressions (Algebraic Fractions); Statistics and Probability
A-PLUS NOTES LEARNING CENTERSISBN: 0965435229   PGS: 351List: 19.50     YOUR PRICE: 18.53
Advances in Algebra and Model Theory
Droste, M1998
Introduction 1. Elimination Over Skew Fields, P.M. Cohn 2. The Model Theory of Abelian P-Groups, P.C. Eklof 3. Non-Existence of Universals for Classes Like Reduced Torsion Free Abelian Groups Under Embeddings Which Are Not Necessarily Pure, S. Shelah 4. A Class of Potential Counter-Examples to the Pure Semisimplicity Conjecture, D. Simson
CRC - TAYLOR & FRANCISHISBN: 9056991019   PGS: N/AList: 199.95     YOUR PRICE: 189.95
Algebra Demystified, 1st Ed.
Huettenmueller2003
Preface; CHAPTER 1: Fractions; CHAPTER 2: Introduction to Variables; CHAPTER 3: Decimals; CHAPTER 4: Negative Numbers; CHAPTER 5: Exponents and Roots; CHAPTER 6: Factoring; CHAPTER 7: Linear Equations; CHAPTER 8: Linear Applications; CHAPTER 9: Linear Inequalities; CHAPTER 10: Quadratic Equations; CHAPTER 11: Quadratic Applications; Appendix; Final Review; Index ,
McGraw-Hill ProfessionalSISBN: 0071389938   PGS: 439List: 19.95     YOUR PRICE: 18.95
ALGEBRA: Computational Introduction
Scherk, John2000
CONGRUENCES Basic Properties Divisibility Tests Common Divisors Solving Congruences The Integers Modulo n Introduction to Software PERMUTATIONS Permutations as Mappings Cycles Sign of a Permutation PERMUTATION GROUPS Definition Cyclic Groups Generators Software and Calculations LINEAR GROUPS Definitions and Examples Generators Software and Calculations GROUPS Basic Properties and More Examples Homomorphisms SUBGROUPS Definition Orthogonal Groups Cyclic Subgroups and Generators Kernel and Image of a Homomorphism SYMMETRY GROUPS Symmetries of Regular Polygons Symmetries of Platonic Solids Improper Symmetries Symmetries of Equations GROUP ACTIONS Examples Orbits and Stabilizers Fractional Linear Transformations Cayley's Theorem Software and Calculations COUNTING FORMULAS The Class Equation A First Application Burnside's Counting Lemma Finite Subgroups of SO(3) COSETS Lagrange's Theorem Normal Subgroups Quotient Groups The Canonical Isomorphism Software and Calculations SYLOW SUBGROUPS The Sylow Theorems Groups of Small Order A List A Calculation SIMPLE GROUPS Composition Series Simplicity of An Simplicity of PSL(2,Fp) ABELIAN GROUPS Free Abelian Groups Row and Column Reduction of Integer Matrices Classification Theorems Invariance of Elementary Divisors The Multiplicative Group of the Integers Mod n POLYNOMIAL RINGS Basic Properties of Polynomials Unique Factorization into Irreducibles Finding Irreducible Polynomials Commutative Rings Congruences Factoring Polynomials over a Finite Field Calculations SYMMETRIC POLYNOMIALS Polynomials in Several Variables Symmetric Polynomials and Functions Sums of Powers Discriminants Software ROOTS OF EQUATIONS Introduction Extension Fields Degree of an Extension Splitting Fields Cubics Cyclotomic Polynomials Finite Fields Plots and Calculations GALOIS GROUPS Introduction Definition How Large is the Galois Group? The Galois Correspondence Discriminants QUARTICS Galois Groups of Quartics The Geometry of the Cubic Resolvent Software THE GENERAL EQUATION OF THE nth DEGREE Examples Symmetric Functions The Fundamental Theorem of Algebra SOLUTION BY RADICALS Formulas for a Cubic Cyclic Extensions Solution by Radicals in Higher Degrees Calculations RULER-AND-COMPASS CONSTRUCTIONS Introduction Algebraic Interpretation Construction of Regular Polygons Periods APPENDIX: MATHEMATICA COMMANDS
CRC - TAYLOR & FRANCISHISBN: 1584880643   PGS: 336List: 109.95     YOUR PRICE: 104.45
Algebraic Methods in Quantum Chemistry and Physics
Fernandez, Francisco M.1995
ELEMENTARY INTRODUCTION TO LIE ALGEBRAS AND OPERATOR METHODS Vector Spaces Lie Algebras Superoperators Canonical Transformations Operator Differential Equations The Campbell-Baker-Hausdorff Formula Basis Set for a Lie Algebra SOME PRACTICAL APPLICATIONS OF FINITE-DIMENSIONAL LIE ALGEBRAS Definition, Examples, and Some Applications of Finite-Dimensional Lie Algebras Regular or Adjoint Matrix Representation Eigenvalues of Superoperators Faithful Matrix Representation Disentangling Exponential Operators THE QUANTUM-MECHANICAL HARMONIC OSCILLATOR Eigenvalues, Eigenvectors, and Matrix Elements Coherent States The Coordinate Representation Modeling Quantum-Mechanical Systems with Bosonic Algebra MATRIX ELEMENTS OF EXPONENTIAL OPERATORS IN THE HARMONIC OSCILLATOR BASIS SET Matrix Elements of Exponential Operators Franck-Condon Factors THREE-DIMENSIONAL LIE ALGEBRAS AND SOME OF THEIR REALIZATIONS IN QUANTUM MECHANICS Eigenvalues and Matrix Elements Angular Momentum and Bosonic Algebras Second-Order Differential Operators Exactly Solvable Models with Central Potentials The Method of Canonical Transformations Examples in Quantum Mechanics Selection Rules PERTURBATION THEORY AND VARIATIONAL METHOD Perturbation Theory for Stationary States The Vibration-Rotational Spectrum of a Diatomic Molecule Perturbation Theory in Operator Form Perturbation Theory and Canonical Transformations Lie Algebras and the Variational Method NUMERICAL INTEGRATION OF THE TIME-INDEPENDENT SCHRÖDINGER EQUATION Approximate Difference Equation The Propagation Matrix Method An Exactly Solvable Problem Propagation on a Grid Perturbative Solutions Exponential Solution Product of Exponentials EQUATIONS OF MOTION IN QUANTUM MECHANICS Schrödinger, Heisenberg, and Intermediate Pictures Approximate Methods The Density Operator Finite-Dimensional Lie Algebras and Observables BILINEAR OSCILLATORS General Bilinear Oscillator for One Degree of Freedom Exactly Solvable Example Transition Probabilities for a General Bilinear Oscillator Solution to the Schrödinger Equation in the Coordinate Representation Pseudo-Nonlinear Hamiltonians Fokker-Planck Equation Bilinear Approximation to Arbitrary Potential Energy Functions PARAMETERIZATION OF THE TIME-EVOLUTION OPERATOR The Magnus Expansion and Perturbation Theory Simple Bilinear Hamiltonians State Space of Finite Dimension Product of Exponential Operators SEMICLASSICAL EXPANSIONS IN STATISTICAL MECHANICS The Canonical Ensemble The Wigner-Kirkwood Expansion The Harmonic Oscillator The Euler-MacLaurin Summation Formula The Poisson Summation Formula NOTE: Introduction at the beginning of each chapter
CRC - TAYLOR & FRANCISHISBN: 0849382920   PGS: 288List: 269.95     YOUR PRICE: 256.45
Algebraic Statistics: Computational Commutative Algebra in Statistics
Pistone, Giovanni2000
INTRODUCTION History and Motivation Overview Computer Algebra Summary ALGEBRAIC MODELS Models Polynomials and Polynomial Ideals Term-Orderings Division Algorithm All Ideals Are Finitely Generated Varieties and Equations Gröbner Bases Properties of Gröbner Basis Elimination Theory Polynomial Functions and Quotients by Ideals Hilbert Function Further Topics THE DIRECT THEORY Designs and Design Ideals Computing the Gröbner basis of a design Operations with Designs Examples Span of a Design Models and Identifiability; Quotients Examples The Fan of an Experimental Design Subsets and Sequential Algorithms Regression Analysis Other Topics TWO-LEVEL DESIGNS. APPLICATION IN LOGIC AND RELIABILITY The binary case: Boolean Representations Reliability: Coherent Systems are Minimal Fan Designs Two Level Factorial Design: Contrasts and Orthogonality PROBABILITY AND STATISTICS Random Variables on a Finite Support Moments Probability Algebraic Representation of Exponentials Generating Functions Generating Functions and Exponential Models Examples and Further Applications Statistical Modelling Likelihoods and Sufficient Statistics A Ring of Random Variables Score Function and Information
Chapman & Hall/CRC - TAYLOR & FRANCIS &HISBN: 1584882042   PGS: 184List: 152.95     YOUR PRICE: 145.30
An Elementary Approach to Homological Algebra
Vermani, L.R.2003
MODULES Modules Free Modules Exact Sequences Homomorphisms Tensor Product of Modules Direct and Inverse Limits Pull Back and Push Out CATEGORIES AND FUNCTORS Categories Functors The Functors Hom and Tensor PROJECTIVE AND INJECTIVE MODULES Projective Modules Injective Modules Baer's Criterion An Embedding Theorem HOMOLOGY OF COMPLEXES Ker-Coker Sequence Connecting Homomorphism: The General Case Homotopy DERIVED FUNCTORS Projective Resolutions Injective Resolutions Derived Functors TORSION AND EXTENSION FUNCTORS Derived Functors--Revisited Torsion and Extension Functors Some Further Properties of Torsion Functors Tor and Direct Limits THE FUNCTOR ExtnR Ext1 and Extensions Baer Sum of Extensions Some Further Properties of Extension Functors HEREDITARY AND SEMIHEREDITARY RINGS Hereditary Rings and Dedekind Domains Invertible Ideals and Dedekind Rings Semihereditary and Prufer Rings UNIVERSAL COEFFICIENT THEOREM Universal Coefficient Theorem for Homology Universal Coefficient Theorem for Cohomology The Kunneth Formula: A Special Case DIMENSIONS OF MODULES AND RINGS Projectively and Injectively Equivalent Modules Dimensions of Modules and Rings Global Dimension of Rings Global Dimension of Noetherian Rings Global Dimension of Artin Rings COHOMOLOGY OF GROUPS Homology and Cohomology Groups Some Examples The Groups H0(G,A) and H0(G,A) The Groups H1(G,A) and H1(G,A) Homology and Cohomology of Direct Sums The Bar Resolution Second Cohomology Group and Extensions Some Homomorphisms Some Exact Sequences SOME APPLICATIONS An Exact Sequence Outer Automorphisms of p-Groups A Theorem of Magnus BIBLIOGRAPHY INDEX
CRC - TAYLOR & FRANCISHISBN: 1584884002   PGS: 328List: 146.95     YOUR PRICE: 139.60
An Introduction to Operator Algebras
Zhu, Kehe1993
An Introduction to Operator Algebras is a concise text/reference that focuses on the fundamental results in operator algebras. Results discussed include Gelfand's representation of commutative C*-algebras, the GNS construction, the spectral theorem, polar decomposition, von Neumann's double commutant theorem, Kaplansky's density theorem, the (continuous, Borel, and L8) functional calculus for normal operators, and type decomposition for von Neumann algebras. Exercises are provided after each chapter.
CRC - TAYLOR & FRANCISHISBN: 0849378753   PGS: 176List: 199.95     YOUR PRICE: 189.95
Analytic Hilbert Modules
Chen, Xiaoman2003
INTRODUCTION CHARACTERISTIC SPACES AND ALGEBRAIC REDUCTION Characteristic Spaces for Ideals of Polynomials Algebraic Reduction for Analytic Hilbert Modules Submodules with Finite Rank AF-Cosubmodules Orthogonal Complements of Finite Codimensional Submodules of Bergman Modules Remarks on Chapter 2 RIGIDITY FOR ANALYTIC HILBERT MODULES Rigidity for Analytic Hilbert Modules Rigidity for Quotient Modules Rigidity for Hardy Submodules on the Polydisk Rigidity for Bergman Modules Remarks on Chapter 3 EQUIVALENCE OF HARDY SUBMODULES Preliminaries Unitary Equivalence of Hardy Submodules on the Unit Polydisk Similarity of Hardy Submodules on the Unit Polydisk Equivalence of Hardy Submodules on the Unit Ball Remarks on Chapter 4 REPRODUCING FUNCTION SPACES ON CN Algebraic Reduction for Quasi-Invariant Subspaces Some Basic Properties of Reproducing Hilbert Spaces on the Complex Plane Equivalence of Quasi-Invariant Subspaces on the Complex Plane Similarity of Quasi-Invariant Subspaces on the Complex n-Space Quasi-Invariant Subspaces of the Fock Space Orthogonal Complements of Finite Codimensional Quasi-Invariant Subspaces of the Fock Space Beurling's Phenomenon on the Fock Space Remarks on Chapter 5 THE ARVESON MODULE Some Basic Results on the Arveson Module The Toeplitz Algebra on the Arveson Space Submodules of the Arveson Module Rigidity for Arveson Submodules Remarks on Chapter . EXTENSIONS OF HILBERT MODULES The Basic Theory of Extensions Extensions of Hypo-Silov modules over Unit Modulus Algebras Extensions of Hilbert Modules and Hankel Operators Extensions of Normal Hilbert Module over the Ball Algebra Remarks on Chapter 7 References
Chapman & Hall/CRC - TAYLOR & FRANCIS &HISBN: 1584883995   PGS: 216List: 157.95     YOUR PRICE: 150.05
Basic Matrix Algebra with Algorithms and Applications
Liebler, Robert A.2002
SYSTEMS OF LINEAR EQUATIONS AND THEIR SOLUTION Recognizing Linear Systems and Solutions Matrices, Equivalence and Row Operations Echelon Forms and Gaussian Elimination Free Variables and General Solutions The Vector Form of the General Solution Geometric Vectors and Linear Functions Polynomial Interpolation MATRIX NUMBER SYSTEMS Complex Numbers Matrix Multiplication Auxiliary Matrices and Matrix Inverses Symmetric Projectors, Resolving Vectors Least Squares Approximation Changing Plane Coordinates The Fast Fourier Transform and the Euclidean Algorithm. DIAGONALIZABLE MATRICES Eigenvectors and Eigenvalues The Minimal Polynomial Algorithm Linear Recurrence Relations Properties of the Minimal Polynomial The Sequence {Ak} Discrete dynamical systems Matrix compression with components DETERMINANTS Area and Composition of Linear Functions Computing Determinants Fundamental Properties of Determinants Further Applications Appendix: The abstract setting Selected practice problem answers Index
Chapman & Hall/CRC - TAYLOR & FRANCIS &SISBN: 1584883332   PGS: 264List: 85.95     YOUR PRICE: 81.65
Bilinear Algebra: An Introduction to the Algebraic Theory of Quadratic Forms
Szymiczek, Kazimierz1997
Part I: Bilinear Spaces Part II: Witt Rings Part III: Invariants Appendices (A) Symbolic Hasse and Witt Invariants Appendices (B) Selected Problems
CRC - TAYLOR & FRANCISHISBN: 9056990764   PGS: N/AList: 157.95     YOUR PRICE: 150.05
Bivariant Periodic Cyclic Homology
Groenbaek, Christian1999
Introduction A First Guide The List Pro-k-modules and Homological Machinery Pro-Categories Countable Pro-Modules Projective and Injective Resolutions Resolutions of Pro-Vecor Spaces Resolutions of Exact Sequences The Ext-Functors, the UCT, and the GMS Connecting Homomorphisms in Pro-Homology A Universal Coefficient Theorem The Cuntz-Quillen Theory and the Universal Coefficient Theorem Some Examples Cyclic Pro-Homology Virtues of Cyclic Pro-Homology Pro-Homological Version of Goodwillies Theorem Excision in Hochschild Pro-Homolgy Excision in Cyclic Pro-Homology Excision in the Cuntz-Quillen Theory Künneth Type Formulas Mixed Complexes From k[u]-Comodules to Pro-k-Modules The Cotensor Product The Künneth Isomorphism in Pro-Homology Künneth Isomorphisms for the Periodic Theory Cyclic Homology of some Affine Algebras Calculations Additional Remarks
Chapman & Hall/CRC - TAYLOR & FRANCIS &SISBN: 1584880104   PGS: 120List: 157.95     YOUR PRICE: 150.05
Borel-Laplace Transform and Asymptotic Theory Introduction to Resurgent Analysis
Sternin; Boris Yu. Shatalov; Victor E. 1995
The resurgent function theory introduced by J. Ecalle is one of the most interesting theories in mathematical analysis. In essence, the theory provides a resummation method for divergent power series (e.g., asymptotic series), and allows this method to be applied to mathematical problems. This new book introduces the methods and ideas inherent in resurgent analysis. The discussions are clear and precise, and the authors assume no previous knowledge of the subject. With this new book, mathematicians and other scientists can acquaint themselves with an interesting and powerful branch of asymptotic theory - the resurgent functions theory - and will learn techniques for applying it to solve problems in mathematics and mathematical sciences.
CRC - TAYLOR & FRANCISHISBN: 084939435X   PGS: 288List: 219.95     YOUR PRICE: 208.95
Clifford Algebras in Analysis and Related Topics
Ryan; John 1996
Introduction, J. Ryan Section on Open Problems Clifford Algebras, Fourier Theory, Singular Integrals, and Harmonic Analysis on Lipschitz Domains, A. McIntosh Clifford Algebras and Ho Functional Calculus of n-Tuple Commuting Operators, C. Li and A. McIntosh Hypercomplex Variables Techniques in Harmonic Analysis, M. Mitrea Applications of Conformal Covariance in Clifford Analysis, J. Ryan Singular Integrals with Monogenic Kernels on the n-Torus and its Lipschitz Perturbations, T. Qian Scattering Theory for Orthogonal Wavelets, P.E.T. Jorgensen Acoustic Scattering, Galerkin Estimates, and Clifford Algebras, B. Jawerth and M. Mitrea Clifford Algebra, Hardy Space, and Compensated Compactness, Z. Wu Frame Decomposition of Form-valued Hardy Spaces, J. Gilbert , J. Lakey , and J. Hogan Applications of Clifford Analysis to Inverse Scattering for Linear Hierarchy in Several Space Dimensions, D.B. Dix On Riemann-Hilbert Problems for the Dirac Operator in a Half Space of Rn, Z. Xu and C. Zhou Regularity and Approximation Results for the Maxwell Problem on C1 and Lipschitz Domains, M. Mitrea, R.H. Torres, and G.V. Welland Continuity of Calderón-Zygmund Type Operators on the Predual of a Morrey Space, J. Alvarez Neumann Type Problems for the Dirac Operator, C. Zhou The Hyperholomorphic Bergman Projector and its Properties, E. Ramirez de Arellano, M. Shapiro, and N. Vasilevski Multivector Solutions to the Meta-Holomorphic Massive Dirac Equation, W. Pizzaglia, Jr. Möbius Transformations, Vahlen Matrices, and their Factorizations, P. Lounesto
CRC - TAYLOR & FRANCISHISBN: 0849384818   PGS: 384List: 219.95     YOUR PRICE: 208.95
College Algebra : A Graphing Approach
Vancil, Christopher1998
Handy and affordable, this hard covered dictionary features over 60,000 entries.
Primis Custom PublishingSISBN: 0072284668   PGS: N/AList: 55.87     YOUR PRICE: 53.08
Combinatorial Aspects of Lie Superalgebras
Mikhalev; Alexander A. Zolotykh; Andrej1996
Introduction Preliminaries: Lie Superalgebras. Color Lie Superalgebras. Universal Constructions. Group Actions on Free Lie Superalgebras. Linear Structure: Regular Words. Regular Monomials. Arrangements of Brackets. Bases of Free Color Lie Superalgebras. Dynkin-Specht-Wever Criterion. Equations in Free Lie Superalgebras. Algorithms and Examples. Free Subalgebras: Weak Algorithm. Reduced Subsets. Main Theorem. Finitely Generated Subalgebras. Subalgebras of Infinite Rank. Algorithms and Examples. Canonical Bases: Canonical Bases in Associative Algebras. Universal Enveloping Algebras. Canonical Bases in Lie Superalgebras. Free Products. Algorithms and Examples. Free Differential Calculus: Universal Derivations. Jacobian Matrices. Admissible Elements. The Homogeneous Case. Rank Theorems. Automorphisms and Primitive Elements. Algorithms and Examples. Appendix - Program Description Bibliography. Notations. Index. Each chapter also includes a Comments section, wherein concepts are further discussed and additional sources of information are provided
CRC - TAYLOR & FRANCISHISBN: 0849389607   PGS: 272List: 269.95     YOUR PRICE: 256.45
COMPLEX ANALYSIS IN NUMBER THEORY
Karatsuba, Anatoly A.1995
The Complex Integration Method and Its Application in Number Theory Generating Functions in Number Theory Summation Formula Riemann's Zeta-Function and Its Simplest Properties The Theory of Riemann's Zeta-Function Zeros on the Critical Line The Boundary of Zeros Approximate Equations of the z(s) Function The Method of Trigonometric Sums in the Theory of the z(s) Function Density Theorems The Order of Growth of |z(s)| in a Critical Strip Universal Properties of the z(s) Function Riemann's Hypothesis, Its Equivalents, Computations Dirichlet L-Functions: Dirichlet's Characters Dirichlet L-Functions and Prime Numbers in Arithmetic Progressions Zeros of L-Functions Real Zeros of L-Functions and the Number of Classes of Binary Quadratic Forms Density Theorems L-Functions and Nonresidues Approximate Equations On Primitive Roots References Author Index Subject Index
CRC - TAYLOR & FRANCISHISBN: 0849328667   PGS: 208List: 199.95     YOUR PRICE: 189.95
Composition Operators on Spaces of Analytic Functions
Cowen, Jr.; Carl C. MacCluer; Barbara I1995
Introduction Analysis Background A Menagerie of Spaces Some Theorems on Integration Geometric Function Theory in the Disk Iteration of Functions in the Disk The Automorphisms of the Ball Julia-Carathéodory Theory in the Ball Norms Boundedness in Classical Spaces on the Disk Compactness and Essential Norms in Classical Spaces on the Disk Hilbert-Schmidt Operators Composition Operators with Closed Range Boundedness on Hp (BN) Small Spaces Compactness on Small Spaces Boundedness on Small Spaces Large Spaces Boundedness on Large Spaces Compactness on Large Spaces Hilbert-Schmidt Operators Special Results for Several Variables Compactness Revisited Wogen's Theorem Spectral Properties Introduction Invertible Operators on the Classical Spaces on the Disk Invertible Operators on the Classical Spaces on the Ball Spectra of Compact Composition Operators Spectra: Boundary Fixed Point, j'(a)
CRC - TAYLOR & FRANCISHISBN: 0849384923   PGS: 400List: 157.95     YOUR PRICE: 150.05
Control of Nonlinear Differential Algebraic Equation Systems with Applications to Chemical Processes
Kumar; Aditya1999
DAEs: Background and Concepts Introduction Linear Systems Nonlinear Systems Chemical Process Applications Reactor with Fast Heat Transfer through Heating Jacket Reactor with Fast and Slow Reactions Two-Phase Reactor with Fast Mass Transfer Cascade of Reactors with High Pressure Gaseous Flow Reaction-Separation Process Network with Large Recycle Reactor with High-Gain Pressure Controller Flow of Incompressible Fluids Conclusions Feedback Control of Regular DAE Systems Introduction Preliminaries Derivation of State-Space Realizations Sate Feedback Controller Synthesis Conclusions Feedback Control of Non-Regular DAE Systems Introduction Preliminaries Algorithm for Derivation of Equivalent DAE System Dynamic State Feedback Regularization State-Space Realizations and Controller Synthesis Control of DAE Systems with Disturbance Inputs Introduction System Description and Preliminaries Algorithm for Identification of Constraints State-Space Realizations and Feedforward/State Feedback Control of Regular Systems Feedforward/State Feedback Regularization and Control of Non-Regular Systems Conclusions DAEs and Singularly Perturbed Systems Introduction Standard vs. Non-Standard Singularly Perturbed Systems Derivation of Standard Singularly Perturbed Representation of Rate-Based Models Singularly Perturbed Models of Process Networks Simulation Studies of Chemical Process Applications A CSTR with Heating Jacket A CSTR with Multiple Reactions Two-Phase Reactor Reactor-Condenser Network Bibliography
CRC - TAYLOR & FRANCISSISBN: 0849306094   PGS: 176List: 157.95     YOUR PRICE: 150.05
Course in Abstract Harmonic Analysis
Folland; Gerald B. 1995
Banach Algebras and Spectral Theory Banach Algebras: Basic Concepts Gelfand Theory Nonunital Banach Algebras The Spectral Theorem Spectral Theory of *-Representations Notes and References Locally Compact Groups Topological Groups Haar Measure Interlude: Some Technicalities The Modular Function Convolutions Homogeneous Spaces Notes and References Basic Representation Theory Unitary Representations Representations of a Group and its Group Algebra Functions of Positive Type Notes and References Analysis on Locally Compact Abelian Groups The Dual Group The Fourier Transform The Pontrjagin Duality Theorem Representations of Locally Compact Abelian Groups Closed Ideals in L1(G) Spectral Synthesis The Bohr Compactification Notes and References Analysis on Compact Groups Representations of Compact Groups The Peter-Weyl Theorem The Fourier Transform on Compact Groups Examples Notes and References Induced Representations The Inducing Construction The Frobenius Reciprocity Theorem Pseudomeasures and Induction in Stages Systems of Imprimitivity The Imprimitivity Theorem Introduction to the Mackey Machine Examples Notes and References Further Topics in Representation Theory The Group C* Algebra The Structure of the Dual Space Tensor Products Direct Integral Decompositions The Plancherel Theorem Examples Appendix 1. Hilbert Space Miscellany Appendix 2. Trace-Class and Hilbert-Schmidt Operators Appendix 3. Vector-Valued Integrals Bibliography Index
CRC - TAYLOR & FRANCISHISBN: 0849384907   PGS: 288List: 157.95     YOUR PRICE: 150.05
Cubic Forms: Algebra, Geometry, Arithmetic, Second Revised Edition
By Yu. I.Manin1986
Since this book was first published in English, there has been important progress in a number of related topics. The class of algebraic varieties close to the rational ones has crystallized as a natural domain for the methods developed and expounded in this volume. For this revised edition, the original text has been left intact (except for a few corrections) and has been brought up to date by the addition of an Appendix and recent references. The Appendix sketches some of the most essential new results, constructions and ideas, including the solutions of the Luroth and Zariski problems, the theory of the descent and obstructions to the Hasse principle on rational varieties, and recent applications of K-theory to arithmetic.
NORTH-HOLLANDHISBN: 0444878238   PGS: 326List: 173.00     YOUR PRICE: 164.35
Dictionary of Algebra, Arithmetic, and Trigonometry
Krantz, Steven G.2000
Alphabetic listing of more than 2,500 terms from the fields of algebra, arithmetic, and trigonometry
CRC - TAYLOR & FRANCISSISBN: 158488052X   PGS: 368List: 65.95     YOUR PRICE: 62.65
Elementary Algebra Review, 2nd
Freedman, Ellen1997
Unit 1 - Using Variables Unit 2 - Signed Numbers Unit 3 - Equations I Unit 4 - Polynomials and Equations II Unit 5 - Factoring Unit 6 - Rational Expressions Unit 7 - Graphing Unit 8 - Systems of Equations Unit 9 - Powers and Roots Comprehensive Review Appendix A -- Scientific Notation
Primis Custom PublishingSISBN: 0070273391   PGS: N/AList: 11.74     YOUR PRICE: 11.15
Elements of Algebraic Coding Theory
Vermani; L.R.1996
Group codes. Polynomial codes. Hamming codes. Finite fields and BCH codes. Linear codes. Cyclic codes. Factorization of polynomials. Quadratic Residue codes. Maximum distance separable codes. Automorphisms group of a code. Hadamard matrices and hadamard codes. Bibliography. Index.
CRC - TAYLOR & FRANCISHISBN: 0412573806   PGS: 256List: 81.95     YOUR PRICE: 77.85
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