Scarborough, James B. <br/><br/>
Numerical mathematical analysis, 
/ James B. Scarborough. 
 - [6th ed.] 
 - New Delhi :  Oxford and IBH,  1927 
 - xxi, 600 p.  illus.  23 cm. 
<br/><br/> includes appendix and index 
<br/><br/>	1. The accuracy of approximate calculations ;<br/>2. Interpolation ;<br/>3. Interpolation with unequal intervals of the argument ;<br/>4. Central difference interpolation formulas ;<br/>5. Inverse interpolation ;<br/>6. The accuracy of interpolation formulas ;<br/>7. Interpolation with two independent variables, trigonometric interpolation ;<br/>8. Numerical differentiation and integration ;<br/>9. The accuracy of quadrature formulas ;<br/>10. The solution of numerical algebraic and transcendental equations ;<br/>11. Graeffe's root-squaring method for solving algebraic equations ;<br/>12. Numerical solution of simultaneous linear equations ;<br/>13. The numerical solution of ordinary differential equations ;<br/>14. The numerical solution of partial differential equations ;<br/>15. The numerical solution of integral equations ;<br/>16. The normal law of error and the principle of least squares ;<br/>17. The precision of measurements ;<br/>18. Empirical formulas ;<br/>19. Harmonic analysis of empirical functions.<br/> 
<br/><br/><label>Subjects--Topical Terms: </label><br/>Numerical analysis.
<br/><br/><label>Dewey Class. No.: </label>512.8  / S2852