Sufficient conditions for a problem of Mayer in the calculus of variations

Author:

Bliss G. A.,Hestenes M. R.

Publisher

American Mathematical Society (AMS)

Subject

Applied Mathematics,General Mathematics

Reference12 articles.

1. Kneser, Lehrbuch der Variationsrechnung, Braunschweig, 1900, pp. 227-261.

2. Die hinreichenden Bedingungen des Extremums in der Theorie des Mayerschen Problems;Egorow, D.;Math. Ann.,1906

3. Über den ”Anormalen Fall” beim Lagrangeschen und Mayerschen Problem mit gemischten Bedingungen und variablen Endpunkten;Bolza, Oskar;Math. Ann.,1913

4. Goursat, A Course in Mathematical Analysis, translated by Hedrick and Dunkel, vol. 2, Part 2.

5. The problem of Mayer with variable end points;Bliss, Gilbert Ames;Trans. Amer. Math. Soc.,1918

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1. In memory of Magnus R. Hestenes;Journal of Optimization Theory and Applications;1992-05

2. Optimal endpoints;Journal of Optimization Theory and Applications;1970-10

3. A TRAJECTORY OPTIMIZATION TECHNIQUE BASED UPON THE THEORY OF THE SECOND VARIATION;Astrodynamics Conference;1963-08-16

4. Generalized Theory of the Optimum Thrust Programming for the Level Flight of a Rocket-Powered Aircraft;Journal of Jet Propulsion;1956-06

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