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- W62258862 abstract "Publisher Summary This chapter presents information on the distribution of the poles for the case of two strictly convex objects. A result presented in the chapter indicates that the conjecture of Lax and Phillips for trapping obstacles is not correct in general. Despite this result, the conjecture remains correct for a great part of trapping obstacles. The chapter highlights the existence of a sequence of poles converging to the real axis for a certain pair of disjoint not strictly convex objects. It presents proofs of theorems by the use of asymptotic solutions." @default.
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- W62258862 date "1986-01-01" @default.
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- W62258862 title "On the Scattering Matrix for Two Convex Obstacles" @default.
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- W62258862 doi "https://doi.org/10.1016/b978-0-12-501658-2.50008-7" @default.
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