Scheid, Francis, <br/><br/>
Schaum's outline of theory and problems of numerical analysis /  
Francis Scheid. 
 - 2nd ed. 
 - New York :  McGraw-Hill,  1989. 
 - 471 p.   ill. ;  28 cm. 
<br/><br/> includes index 
<br/><br/>1.	What Is Numerical Analysis? The Collocation Polynomial.<br/>2.	Finite Differences.<br/>3.	Factorial Polynomials.<br/>4.	Summation.<br/>5.	The Newton Formula.<br/>6.	Operators and Collocation Polynomials.<br/>7.	Unequally-Spaced Arguments.<br/>8.	Splines.<br/>9.	Osculating Polynomials.<br/>10.	The Taylor Polynomial.<br/>11.	Interpolation.<br/>12.	Numerical Differentiation.<br/>13.	Numerical Integration.<br/>14.	Gaussian Integration.<br/>15.	Singular Integrals.<br/>16.	Sums and Series.<br/>17.	Difference Equations.<br/>18.	Differential Equations.<br/>19.	Differential Problems of Higher Order.<br/>20.	Least-Squares Polynomial Approximation.<br/>21.	Min-Max Polynomial Approximation.<br/>22.	Approximation By Rational Functions.<br/>23.	Trigonometric Approximation.<br/>24.	Nonlinear Algebra.<br/>25.	Linear Systems.<br/>26.	Linear Programming.<br/>27.	Overdetermined Systems.<br/>28.	Boundary Value Problems.<br/>29.	Monte Carlo Methods.<br/><br/> 
<br/><br/><label>ISBN: </label>0070552215 (pbk.) 
<br/><br/><label>Subjects--Topical Terms: </label><br/>Numerical analysis
<br/><br/><label>Dewey Class. No.: </label>519.4  / S318