A comparison of the method of averaging and Grobner's integral equation†

†Communicated by the Author.

Abstract

The method of averaging is compared to Grobner's method of integral equations as applied to a weakly non-linear periodic system of differential equations. The first and second approximation to the solutions of the differential equations via both techniques are shown to be equivalent.

Notes

†Communicated by the Author.

Additional information

Notes on contributors

S. A. MUSA

Presently with Institute for Defense Analyses, Arlington, Virginia.