The authors deal with both the interior and exterior Maxwell boundary value problems (BVP) for a perfectly conducting surface, ∂D, the regularity of which is less than C2.

Crosta, G. (1996). Mathematical Review: MR1381606 Torres, Rodolfo H.; Welland, Grant V. Layer potential operators and a space of boundary data for electromagnetism in nonsmooth domains. Michigan Math. J. 43 (1996), no. 1, 189–206. MATHEMATICAL REVIEWS.

Mathematical Review: MR1381606 Torres, Rodolfo H.; Welland, Grant V. Layer potential operators and a space of boundary data for electromagnetism in nonsmooth domains. Michigan Math. J. 43 (1996), no. 1, 189–206.

CROSTA, GIOVANNI FRANCO FILIPPO
Primo
1996

Abstract

The authors deal with both the interior and exterior Maxwell boundary value problems (BVP) for a perfectly conducting surface, ∂D, the regularity of which is less than C2.
Recensione in rivista
Potential theory; Boundary value problems; Inverse problems; Elliptic equations; electromagnetic theory
English
1996
none
Crosta, G. (1996). Mathematical Review: MR1381606 Torres, Rodolfo H.; Welland, Grant V. Layer potential operators and a space of boundary data for electromagnetism in nonsmooth domains. Michigan Math. J. 43 (1996), no. 1, 189–206. MATHEMATICAL REVIEWS.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10281/92982
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