Note that such "s" ("t ") is uniformly continuous, this together with the decay assumption on"s ", show that the series defining s"P" converges uniformly to a continuous function.
This together with the decay assumption on"s ", show that the series defining s"P" converges uniformly to a continuous function. Note that such "s" ("t ") is uniformly continuous.
Note that such "s" ("t ") is uniformly continuous. This together with the decay assumption on"s ", show that the series defining s"P" converges uniformly to a continuous function.
Note that such "s" ("t ") is uniformly continuous. This together with the decay assumption on"s ", show that the series defining s"P" converges uniformly to a continuous function.