CRC Standard Mathematical Tables and Formulae 31st Edition by Daniel Zwillinger – Ebook PDF Instant Download/Delivery: 9781584882916, 1584882913
Full download CRC Standard Mathematical Tables and Formulae 31st Edition after payment
Product details:
ISBN 10: 1584882913
ISBN 13: 9781584882916
Author: Daniel Zwillinger
Table of contents:
Part I: Analysis
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Ch.1 Constants
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Ch.2 Special numbers
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Ch.3 Series and products
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Ch.4 Fourier series
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Ch.5 Complex analysis
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Ch.6 Interval analysis
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Ch.7 Real analysis
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Ch.8 Generalized Functions
Part II: Algebra
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Ch.9 Proofs without words
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Ch.10 Elementary algebra
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Ch.11 Polynomials
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Ch.12 Number theory
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Ch.13 Vector algebra
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Ch.14 Linear and matrix algebra
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Ch.15 Abstract algebra
Part III: Discrete Mathematics
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Ch.16 Symbolic logic
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Ch.17 Set theory
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Ch.18 Combinatorics
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Ch.19 Graphs
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Ch.20 Combinatorial design theory
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Ch.21 Communication theory
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Ch.22 Difference equations
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Ch.23 Discrete Dynamical Systems and Chaos
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Ch.24 Game theory
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Ch.25 Operations research
Part IV: Geometry
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Ch.26 Coordinate systems in the plane
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Ch.27 Plane symmetries or isometries
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Ch.28 Other transformations of the plane
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Ch.29 Lines
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Ch.30 Polygons
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Ch.31 Conics
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Ch.32 Special plane curves
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Ch.33 Coordinate systems in space
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Ch.34 Space symmetries or isometries
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Ch.35 Other transformations of space
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Ch.36 Direction, Angles, and Direction Cosines
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Ch.37 Planes
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Ch.38 Lines in space
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Ch.39 Polyhedra
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Ch.40 Cylinders
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Ch.41 Cones
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Ch.42 Surfaces of revolution: the torus
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Ch.43 Quadrics
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Ch.44 Spherical geometry & trigonometry
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Ch.45 Differential geometry
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Ch.46 Knots up to eight crossings
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Ch.47 Angle conversion
Part V: Continuous Mathematics
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Ch.48 Differential calculus
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Ch.49 Differential forms
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Ch.50 Integration
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Ch.51 Table of Indefinite Integrals
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Ch.52 Table of definite integrals
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Ch.53 Ordinary differential equations
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Ch.54 Partial differential equations
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Ch.55 Eigenvalues
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Ch.56 Integral equations
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Ch.57 Tensor analysis
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Ch.58 Orthogonal coordinate systems
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Ch.59 Control theory
Part VI: Special Functions
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Ch.60 Trigonometric or circular functions
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Ch.61 Circular functions and planar triangles
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Ch.62 Inverse circular functions
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Ch.63 Ceiling and floor functions
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Ch.64 Exponential function
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Ch.65 Logarithmic functions
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Ch.66 Hyperbolic functions
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Ch.67 Inverse hyperbolic functions
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Ch.68 Gudermannian Function
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Ch.69 Orthogonal polynomials
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Ch.70 Gamma function
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Ch.71 Beta function
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Ch.72 Error functions
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Ch.73 Fresnel integrals
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Ch.74 Sine, cosine, and exponential integrals
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Ch.75 Polylogarithms
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Ch.76 Hypergeometric functions
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Ch.77 Legendre functions
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Ch.78 Bessel functions
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Ch.79 Elliptic integrals
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Ch.80 Jacobian elliptic functions
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Ch.81 Clebsch-Gordan coefficients
Part VII: Integral Transforms
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Ch.82 Preliminaries
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Ch.83 Fourier integral transform
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Ch.84 Discrete Fourier transform (DFT)
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Ch.85 Fast Fourier transform (FFT)
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Ch.86 Multidimensional Fourier transforms
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Ch.87 Laplace transform
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Ch.88 Hankel transform
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Ch.89 Hartley transform
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Ch.90 Hilbert transform
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Ch.91 Z-Transform
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Ch.92 Tables of transforms
Part VIII: Probability and Statistics
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Ch.93 Probability theory
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Ch.94 Classic probability problems
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Ch.95 Probability distributions
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Ch.96 Queuing theory
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Ch.97 Markov chains
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Ch.98 Random number generation
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Ch.99 Control charts and reliability
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Ch.100 Risk analysis and decision rules
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Ch.101 Statistics
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Ch.102 Confidence intervals
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Ch.103 Tests of hypotheses
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Ch.104 Linear regression
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Ch.105 Analysis of variance (ANOVA)
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Ch.106 Probability tables
Part IX: Signal Processing
Part X: Scientific Computing
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Ch.107 Basic numerical analysis
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Ch.108 Numerical linear algebra
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Ch.109 Numerical integration and differentiation
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Ch.110 Programming techniques
Part XI: Financial Analysis
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Ch.111 Financial formulae
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Ch.112 Financial tables
Part XII: Miscellaneous
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Ch.113 Units
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Ch.114 Interpretations of powers of 10
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Ch.115 Calendar computations
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Ch.116 AMS classification scheme
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Ch.117 Fields medals
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Ch.118 Greek alphabet
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Ch.119 Computer languages
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Ch.120 Professional Mathematical Organizations
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Ch.121 Electronic mathematical resources
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Ch.122 Biographies of mathematicians
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Ch.123 List of references
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Ch.124 List of figures
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Ch.125 List of notation
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Ch.126 Index
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Tags: Daniel Zwillinger, Standard, Mathematical, Tables