An Atlas of Functions

with Equator, the Atlas Function Calculator

Keith B. Oldham, Jan Myland, Jerome Spanier

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English

Springer-Verlag New York Inc.
23 August 2016

Real analysis, real variables; Functional analysis & transforms; Applied mathematics; Mathematical physics; Artificial intelligence

Preface.- The Constant Function c.- The Factorial Function n!.- The Zeta Numbers and Related Functions.- The Bernoulli Numbers Bn.- The Euler Numbers En.- The Bionmial Coefficients.- The Linear Function bx + c and Its Reciprocal.- Modifying Functions.- The Heaviside and Dirac Functions.- The Integer Powers xn and (bx + c)n.- The Square-Root Function and Its Reciprocal.- The Noninteger Power xv.- The Semielliptic Function and Its Reciprocal.- The (b/a)square root of x2 +- a2 Functions and Their Reciprocals.- The Quadratic Function ax + bx + c and Its Reciprocal.- The Cubic Function x3 + bx + c.- Polynomial Functions.- The Pochhammer Polynomials (x)n.- The Bernoulli Polynomials Bn(x).- The Euler Polynomials En(x).- The Legendre Polynomials Pn(x).- The Chebyshev Polynomials Tn(x) and Un(x).- The Laguerre Polynomials Ln(x).- The Hermite Polynomials Hn(x).- The Logarithmic Function ln(x).- The Exponential Function exp(x).- Exponential of Powers.- The Hyperbolic Cosine cosh(x). and Sine sinh(x) Functions.- The Hyperbolic Secant and Cosecant Functions.- The Inverse Hyperbolic Functions.- The Cosine cox(x) and Sine sin(x) Functions.- The Secant sec(x) and Cosecant csc(x) Fucntions.- The Tangent tan(x) and Cotangent cot(x) Functions.- The Inverse Circular Functions.- Periodic Functions.- The Exponential Integrals Ei(x) and Ein(x).- Sine and Cosine Integrals.- The Fresnel Integrals C(x) and S(x).- The Error Function erf(x) and Its Complement erfc(x).- The exp(x)erfc(square root of x) and Related Functions.- Dawson's Integral daw(x).- The Gamma Function.- The Digamma Function.- The Incomplete Gamma Functions.- The Parabolic Cylinder Function Dv(x).- The Kummer Function M(a, c, x).- The Tricomi Function U(a, c, x).- The Modified Bessel Functions In(x) of Integer Order.- The Modified Bessel Functions of In(x) Arbitrary Order.- The Macdonald Function Kv(x).- The Bessel Functions Jn(x) of Integer Order.- The Bessel Functions Jv(x) of Arbitrary Order.- The Neumann Function Yv(x). The Kelvin Functions.- The Airy Functions Ai(x) and Bi(x).- The Struve Function hv(x).- The Incomplete Beta Function.- The Legendre Functions Pv(x) and Qv(x).- The Gauss Hypergeometric Function F(a, b, c, x).- The Complete Elliptic Integrals K(k) and E(k).- The Incomplete Elliptic Integrals.- The Jacobian Elliptic Functions.- The Hurwitz Function.- Appendix A: Useful Data.- Appendix B: Bibliography.- Appendix C: Equator, The Atlas Function Calculator.- Symbol Index.- Subject Index.

By: Keith B. Oldham, Jan Myland, Jerome Spanier
Imprint: Springer-Verlag New York Inc.
Country of Publication: United States
Edition: Softcover reprint of the original 2nd ed. 2009
Dimensions: Height: 279mm, Width: 210mm,
Weight: 2.623kg
ISBN: 9781493950584
ISBN 10: 1493950584
Pages: 748
Publication Date: 23 August 2016
Audience: Professional and scholarly , Undergraduate
Format: Paperback
Publisher's Status: Active

Keith B. Oldham is a professor of Chemistry at Trent University in Ontario, Canada. He has co-authored several books, contributed to numerous others, and has published over 200 articles. He co-authored, with Jerome Spanier, the first edition of An Atlas of Functions. Jan C. Myland is a Research Associate in Electrochemistry at Trent University. Jerome Spanier is a prominent mathematics professor emeritus, currently a researcher at University of California, Irvine. He has received many prestigious honors and awards and has authored or co-authored numerous publications.

Reviews for An Atlas of Functions: with Equator, the Atlas Function Calculator

"From the reviews of the second edition: ""The book is devoted to functions such as quadratic and cubic polynomials, absolute value, square roots, etc. … the Atlas comes with software for computing the functions described in the book. … the Atlas is valuable as a reference, it also contains a large amount of expository text. … The Atlas seems to have been written for the reader who is not in such a hurry and who might enjoy looking around a bit."" (John Cook, The Mathematical Association of America, March, 2009) ""This is a compilation of several hundred functions that are frequently used by engineers, scientists, and mathematicians to obtain a quantitative result. … Each chapter in this handbook discusses a function or a family of related functions for a total of 65 chapters. … Each chapter contains definitions and properties for each function along with color graphs … . Engineers, scientists, and mathematicians will find this reference book to be a handy resource for manyyears."" (Electrical Insulation Magazine, 2009) ""This book provides elementary and basic information on several hundred functions … . a combination of a book and software is useful for scientists concerned with the quantitative aspects of their field. … layout of the book is modern with very nice colorful graphs or surfaces of functions. Each chapter contains a lot of information about the functions studied in that chapter. … This book defends well its place in the mathematical literature."" (Matti Vuorinen, Zentralblatt MATH, Vol. 1167, 2009) “This is the second edition of a handbook with same title … . There are numerous other improvements throughout this new edition but the objective remains the same to provide the reader regardless of his or her discipline with a succinct compendium of information about all the common mathematical functions in use today. … The layout of the book is excellent and it is a pleasure to see the glossy paper and the very high quality graphs. The inclusion of Equator is a useful contribution.” (Mourad E. H. Ismail, Mathematical Reviews, Issue 2010 f)"