Let f be a function on R. We shall say that f tends to 0 rapidly at infinity if for each positive integer m the function $$x \mapsto {\left| x \right|^m}f(x)$$is bounded. We define the Schwartz space S to be the set of functions on R which are infinitely differentiable and which tend to 0 rapidly at infinity, as well as their derivatives of all orders.
CITATION STYLE
Lang, S. (1987). The Kronecker Limit Formulas (pp. 267–278). https://doi.org/10.1007/978-1-4612-4752-4_20
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