Accession Number : AD0433279


Title :   THREE NEW COMPUTATIONAL METHODS FOR SOLVING TWO POINT BOUNDARY VALUE PROBLEMS


Corporate Author : RAND CORP SANTA MONICA CA


Personal Author(s) : Bley, Kenneth B


Full Text : https://apps.dtic.mil/dtic/tr/fulltext/u2/433279.pdf


Report Date : Mar 1964


Pagination or Media Count : 17


Abstract : The methods of Quasilinearization, Dynamic Programming, and Invariant Imbedding are of great practical use in transforming two-point boundary value problems into forms more readily solved numerically. Each of the three methods is discussed through the use of an example.


Descriptors :   *BOUNDARY VALUE PROBLEMS , ADAPTIVE CONTROL SYSTEMS , CALCULUS OF VARIATIONS , DIGITAL COMPUTERS , LINEAR PROGRAMMING , NONLINEAR DIFFERENTIAL EQUATIONS , NUMERICAL ANALYSIS , OPTIMIZATION , SERIES(MATHEMATICS)


Subject Categories : Theoretical Mathematics


Distribution Statement : APPROVED FOR PUBLIC RELEASE