Tabla de Contenidos: “…Preface; Prologue: Let the Training Begin!; 1: What Is Linear Algebra?; An Overview of Linear Algebra; 2: The Fundamentals; Number Systems; Implication and Equivalence; Propositions; Implication; Equivalence; Set Theory; Sets; Set Symbols; Subsets; Functions; Images; Domain and Range; Onto and One-to-One Functions; Inverse Functions; Linear Transformations; Combinations and Permutations; Not All "Rules for Ordering" Are Functions; 3: Intro to Matrices; What Is a Matrix?…”

Tabla de Contenidos: “…""Front Cover""; ""Contents""; ""Preface""; ""About the Authors""; ""List of Figures""; ""List of Tables""; ""List of Algorithms""; ""Chapter 1: Basic Linear Algebra Subprograms BLAS""; ""Chapter 2: Basic Concepts for Matrix Computations""; ""Chapter 3: Gauss Elimination and LU Decompositions of Matrices""; ""Chapter 4: Orthogonal Factorizations and Linear Least Squares Problems""; ""Chapter 5: Algorithms for the Eigenvalue Problem""; ""Chapter 6: Iterative Methods for Systems of Linear Equations""; ""Chapter 7: Sparse Systems to Solve Poisson Di erential Equations""; ""Bibliography""…”

Tabla de Contenidos: “…WHY GEOMETRIC ALGEBRA?; 1.1 An Example in Geometric Algebra; 1.2 How It Works and How It's Different; 1.3 Programming Geometry; 1.4 The Structure of This Book; 1.5 The Structure of the Chapters; PART I: GEOMETRIC ALGEBRA; CHAPTER 2. …”

Materias: “…Algebras, Linear Periodicals…”

Materias: “…Algebra Data processing Periodicals…”

Tabla de Contenidos: “…Cover -- Title Page -- Copyright -- Contents -- List of Figures -- List of Tables -- Preface -- Part I Entities and Operations -- Chapter 1 Introduction -- 1.1 Operations -- 1.2 History -- 1.3 Alternative Forms -- 1.4 Naming -- 1.5 Structure -- 1.5.1 Algebraic -- 1.5.2 Numeric -- 1.6 Entities -- References -- Chapter 2 Input -- 2.1 Syntax -- 2.2 Constants -- 2.2.1 Specific Types -- 2.2.2 General -- 2.3 Variables -- 2.3.1 Checking and Converting -- Reference -- Chapter 3 Output -- 3.1 Tree Format -- 3.2 Numeric Formats -- 3.2.1 Default Format -- 3.2.2 Defined Format -- 3.3 Extended Formats -- 3.3.1 Rounding -- 3.3.2 Parts of Coefficients -- 3.4 Selected Components -- 3.5 Primitive Formats -- 3.6 Recovered Values -- Chapter 4 Unary Operations -- 4.1 Theory -- 4.1.1 Negation -- 4.1.2 Involution -- 4.1.3 Pair Exchange -- 4.1.4 Reversion -- 4.1.5 Clifford Conjugation -- 4.1.6 Supplementation and Pseudo‐scalar -- 4.2 Practice -- 4.2.1 Example Code -- 4.2.2 Example Output -- Chapter 5 Binary Operations -- 5.1 Geometric Origins -- 5.1.1 Outer Multiplication -- 5.1.2 Orthogonal Components -- 5.1.3 Inner Multiplication -- 5.1.4 Names -- 5.2 Multiplication of Units -- 5.2.1 Progressive and Regressive Multiplication -- 5.2.2 Outer, Inner, and Central Multiplication -- 5.2.3 Multiplication By Scalars -- 5.3 Central Multiplication -- 5.3.1 Primal Units -- 5.3.2 Evolved and Other Units -- 5.3.3 Numbers -- 5.4 Practice -- 5.4.1 Example Code -- 5.4.2 Example Output -- 5.4.3 Multiplication Tables -- References -- Chapter 6 Vectors and Geometry -- 6.1 Theory -- 6.1.1 Magnitude -- 6.1.2 Inverse -- 6.1.3 Reflection -- 6.1.4 Projection -- 6.1.5 Rotation -- 6.2 Practice -- 6.2.1 Example Code -- 6.2.2 Example Output -- Chapter 7 Quaternions -- 7.1 Theory -- 7.1.1 Magnitude -- 7.1.2 Inverse -- 7.1.3 Reflection and Projection -- 7.1.4 Rotation -- 7.1.5 Intersection…”

Materias: “…Álgebra. Solucionario (Bruño)…”

Materias: “…Geometry, Algebraic…”

“…"Preface The purpose of writing this book is primarily to make the subject of coding theory easy for the starting senior or graduate student who possesses a thorough understanding of digital arithmetic, Boolean and modern algebra, and probability theory. In fact, any reader with these basic prerequisites will find this book interesting and useful. …”

Materias: “…Linear algebraic groups…”

Tabla de Contenidos: “…Front Cover; Numerical Linear Algebra with Applications; Copyright; Dedication; Contents; List of Figures; List of Algorithms; Preface; Matrices; Matrix Arithmetic; Matrix Product; The Trace; MATLAB Examples; Linear Transformations; Rotations; Powers of Matrices; Nonsingular Matrices; The Matrix Transpose and Symmetric Matrices; Chapter Summary; Problems; MATLAB Problems; Linear Equations; Introduction to Linear Equations; Solving Square Linear Systems; Gaussian Elimination; Upper-Triangular Form; Systematic Solution of Linear Systems; Computing the Inverse; Homogeneous Systems…”

Tabla de Contenidos: “…Contents at a Glance; Table of Contents; Introduction; About This Book; Foolish Assumptions; Icons Used in This Book; Beyond the Book; Where to Go from Here; Part I: Getting Started with Algebra II; Chapter 1: Going Beyond Beginning Algebra; Good Citizenship: Following the Order of Operations and Other Properties; Specializing in Products and FOIL; Variables on the Side: Solving Linear Equations; Dealing with Linear Absolute Value Equations; Greater Math Skills: Equalizing Linear Inequalities; Answers to Problems on Going Beyond Beginning Algebra…”

Materias: “…Lie algebras…”

Materias: “…Àlgebra…”
Accés Lliure

Tabla de Contenidos: “…Cover -- Copyright -- Contents -- Preface -- Preface to the Second Edition -- A Note to Students -- List of Symbols -- Matrices -- 1.1INTRODUCTION -- 1.2BASIC CONCEPTS -- 1.3 MATRIX OPERATIONS AND THEIR PROPERTIES -- 1.4 INVERTIBLE MATRICES -- 1.5 TRANSPOSE OF A MATRIX -- 1.6 PARTITION OF MATRICES -- BLOCK MULTIPLICATION -- 1.7 GROUPS AND FIELDS -- Systems of LinearEquations -- 2.1 INTRODUCTION -- 2.2 GAUSSIAN ELIMINATION -- 2.3 ELEMENTARY ROW OPERATIONS -- 2.4 ROW REDUCTION -- 2.5 INVERTIBLE MATRICES AGAIN -- 2.6 LU FACTORIZATION -- 2.7 DETERMINANT -- Vector Spaces -- 3.1 INTRODUCTION -- 3.2 BASIC CONCEPTS -- 3.3 LINEAR INDEPENDENCE -- 3.4 BASIS AND DIMENSION -- 3.5 SUBSPACES AGAIN -- 3.6 RANK OF A MATRIX -- 3.7 ORTHOGONALITY IN Rn -- 3.8 BASES OF SUBSPACES -- 3.9 QUOTIENT SPACE -- Linear Mapsand Matrices -- 4.1 INTRODUCTION -- 4.2 BASIC CONCEPTS -- 4.3 ALGEBRA OF LINEAR MAPS -- 4.4 ISOMORPHISM -- 4.5 MATRICES OF LINEAR MAPS -- Linear Operators -- 5.1 INTRODUCTION -- 5.2 POLYNOMIALS OVER FIELDS -- 5.3 CHARACTERISTIC POLYNOMIALS AND EIGENVALUES -- 5.4 MINIMAL POLYNOMIAL -- 5.5 INVARIANT SUBSPACES -- 5.6 SOME BASIC RESULTS -- 5.7 REAL QUADRATIC FORMS -- Canonical Forms -- 6.1 INTRODUCTION -- 6.2 PRIMARY DECOMPOSITION THEOREM -- 6.3 JORDAN FORMS -- Bilinear Forms -- 7.1 INTRODUCTION -- 7.2 BASIC CONCEPTS -- 7.3 LINEAR FUNCTIONALS AND DUAL SPACE -- 7.4 SYMMETRIC BILINEAR FORMS -- 7.5 GROUPS PRESERVING BILINEAR FORMS -- Inner Product Spaces -- 8.1 INTRODUCTION -- 8.2 HERMITIAN FORMS -- 8.3 INNER PRODUCT SPACE -- 8.4 GRAM-SCHMIDT ORTHOGONALIZATION PROCESS -- 8.5 ADJOINTS -- 8.6 UNITARY AND ORTHOGONAL OPERATORS -- 8.7 NORMAL OPERATORS -- Bibliography -- Index -- Blank Page…”

“…For courses in Differential Equations and Linear Algebra. The right balance between concepts, visualisation, applications, and skills Differential Equations and Linear Algebra provides the conceptual development and geometric visualisation of a modern differential equations and linear algebra course that is essential to science and engineering students. …”

Materias: “…Algebra…”

Materias: “…Algebras, Linear…”