Timelike Initial Value Problems for Hyperbolic Equations Ii
Timelike Initial Value Problems for Hyperbolic Equations Ii
J M Zimmerman
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V. i !; y. ■*■ B > + '\ i ■vi. ' eEEC^ si:d;:f nl , -!! 5 o:' f '■II. ^ 2 2 — Case II : Suppose l 2b/a • Then (12) CJ^ = p and obtain from (9) (13) |U(i:, (J, y)|2 T ^ a/2 b > a/2 b, and consequently I CJ | is bounded away from zero. Here we choose 1 4 = (2 a b/a - b)^ | O |, x, hich on substitution in (9) yields |U(X, W, y)|2
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