TABLE OF CONTENTS 1 FOCK, V. A.: Electromagnetic wave propagation and diffraction problems (Pergamon, Oxford, 1960)
2 GOUYON, R.: Tensorial calculus (Librairie Vuibert 63, Boulevard Saint-Germain, Paris, 1963) (in French)
3 ANDRONOV, I. V., and BOUCHE, D.: Computation of the second order term for the propagation parameter of creeping waves by boundary layer method , Annales des T l communications, 1994, 49 (3 4), pp. 199 204
4 BOUCHE, D., MOLINET, F., and MITTRA, R.: Asymptotic methods in electromagnetics (Springer-Verlag, Berlin, 1997)
5 ANDRONOV, I., and BOUCHE, D.: Theoretical analysis of creeping waves , Annales des T l communications, 1994, 49 (3 4), pp. 193 210
6 HONG, S.: Asymptotic theory of electromagnetic and acoustic diffraction by smooth convex surfaces of variable curvature , Journal of Mathematical Physics, 1967, 8 (6), p. 1223
7 VOLTMER, D. R.: Diffraction by doubly curved convex surfaces (PhD Thesis, Ohio State University, Ohio, 1970)
8 FEDORYUK, M. V. Asymptotic methods for linear ordinary differential equations (Springer-Verlag, Berlin, 1993)
9 HUSSAR, P. E., and ROWLAND, E. S.: An asymptotic solution for boundarylayer fields , Journal of Electromagnetic Waves and Applications, 2002, 16 (2), pp. 185 200
10 SLAVYANOV, S. YU., LAY, W., and SEEGER, A.: The classification of Heun s equation and its special and confluent cases , in RONVEAUX, A. (Ed.): Heun equation (Oxford University Press, Oxford, 1995)
11 ANDRONOV, I. V., and BOUCHE, D.: Creeping waves on strongly prolate bodies . Proceedings of the URSI international symposium on Electromagnetic theory, St. Petersburg, Russia, 1995, pp. 404 6
12 BABICH, V. M., and...
