DifferentialrechnungProf. Dr. A. WittingPocketboek: Sammlung Göschen

Vraagstukken over Hoogere Algebra en RekenkundeP. WijdenesBij den tweeden druk: "Door het jarenlange gebruik van de vraagstukken uit deze verzameling op den cursus K 1 en door vele wenken van andere gebruikers heb ik ruimschoots gelegenheid gehad het werk aan alle kanten te herzien en te verbeteren. Daar de stof ruim voldoende is om zich in de Hoogere Algebra te oefenen, heb ik gemeend het werk niet te moeten uitbreiden. Bovendien vindt men in deel II van de "Tien Jaargangen van het Nieuw Tijdsc...

Vector AnalysisJ. W. Gibbs, Ph.D, E. B. Wilson, PhD.A Text-book for the use of students of mathematics and physics

A Course of Modern AnalysisE.T. Whittaker, G.N. WatsonA Course of Modern Analysis An introduction to the general theory of infinite processes and of analytic functions; with an account of the principal transcendental functions I. Complex Numbers II. The Theory of Convergence III. Continuous Functions and Uniform Convergence IV. The Theory of Riemann Integration V. The fundamental properties of Analytic Functions; Taylor's, Laurent's, and Liouville's Theorema VI. The Theory of Residues; applicati...

Leerboek der Theoretische Mechanica I-1Dr. F. SchuhEerste deel, 1ste stuk Zwaartepunten Momenten Kinematica van een punt en van een vlak stelsel Met 228 figuren en 362 vraagstukken

Leerboek der Theoretische Mechanica I-2Dr. F. SchuhEerste deel, 2de stuk Voortzetting der kinematica van een vlak stelsel Bijzondere bewegingen in het platte vlak Kinematica van een vast lichaam in de ruimte Met 292 figuren en 462 vraagstukken

Linear Algebra with ApplicationsOtto Bretscher1. Linear Equations 2. Linear Transformation 3. Subspaces of Rn and Their Dimensions 4. Linear Spaces 5. Orthogonality and Least Squares 6. Determinants 7. Eigenvalues and Eigenvectors 8. Symmetric Matrices and Quadratic Forms 9. Linear Differential Equations

Calculus and Analytic GeometryEdwards and Penneytheorieboek met opgaven en instructors manual met uitwerkingen 1 Prelude to differential Calculus 2 Differentiation 3 Applications of derivatives and antiderivatives 4 The integral 5 Applications of the integral 6 Exponential and logaritmic functions 7 Trigonometric and Hyperbolic functions 8 Techniques of Integration 9 Conic Sections and Polar Coordinates 10 Parametric Curves and vecors in the plane 11 Indeterminate forms, Taylor's formula, and im...

Advanced Engineering MathematicsPeter V. O'Neil1. First-Order Differential Equations 2. Second- and Higher-Order Linear Differential Equations 3. Systems of Linear Differential Equations 4. Laplace Transforms

Algebra: van vectoren tot variabelen: het ABC van X plus ZWillers, Michael, Nieberg, Debby

Problems and Theorems in Analysis IIG. Pólya, G. Szegö4. Functions of One Complex Variable. Special Part 5. The Location of Zeros 6. Polynomials and Trigonometric Polynomials 7. Determinants and Quadratic Forms 8. Number Theory 9. Geometric Problems

Problems and Theorems in Analysis IG. Pólya, G. Szegö1. Infinite Series and Infinite Sequences 2. Integration 3. Functions of One Complex Variable. General Part

Lectures on Partial Differential EquationsV.I. Arnold1. The General Theory for One First-Order Equation 2. The General Theory for One First-Order Equation (Continued) 3. Huygen's Principle in the Theory of Wave Propagation 4. Etc.

Introductory Mathematical StatisticsErwin KreyszigPrinciples and Methods 1. Introduction 2. Frequency Distribution of a Sample 3. Sample Mean and Sample Variance 4. Fundamental Conceps of Probability Theory 5. Probability Distribution 6. Mean, Variance, and Skewness of a Distribution 7. Special Discrete Distributions 8. Normal Distribution 9. Probability Distributions of Several Random Variables 10. Distributions Used in Tests 11. Estimation of Parameters 12. Confidence Intervals 13. Testing of ...

Ordinary Differential EquationsE.L. IncePart I. Differential Equations in the Real Domain I. Introductory II. Elementary methods of integration III. The existence and nature of solutions of ordinary differential equations IV. Continuous transformation-groups V. The general theory of linear differential equations VI. Linear equations with constant coefficients VII. The solution of linear differential equations in an infinite form VIII. The solution of linear differential equations by definite int...

Fourier AnalysisT.W. KörnerI. Fourier Series II. Some Differential Equations III. Orthogonal Series IV. Fourier Transforms V. Further Developments VI. Other Directions

Nonlinear Analysis on ManifoldsThierry AubinMonge-Ampere Equations

Convex Analysis and Nonlinear Geometric Elliptic EquationsIlya J. Bakelman

Differential Analysis on Complex ManifoldsR.O. WellsComprehensive, single-volume discussion of the modern theoretical concepts to understanding and analyzing compact complex manifolds

Linear Algebra an Interactive Laboratory Approach with MathematicaJohn R. Wicks1. Introductory Material 2. Linear Systems and Gaussian Elimination 3. Matrix Algebra 4. Systems fron Two Advanced Viewpoints 5. Abstract Vector Spaces and Bases 6. Inner Product Spaces 7. Change of Basis and Eigensystems