We show that, given a tempered distribution T whose Fourier transform is a function of polynomial growth and a point x in Rn at which T has the value c （in the sense of Lojasiewicz）, the Fourier integral of T at x i...We show that, given a tempered distribution T whose Fourier transform is a function of polynomial growth and a point x in Rn at which T has the value c （in the sense of Lojasiewicz）, the Fourier integral of T at x is summable in Bochner-Riesz means to c.展开更多
文摘We show that, given a tempered distribution T whose Fourier transform is a function of polynomial growth and a point x in Rn at which T has the value c （in the sense of Lojasiewicz）, the Fourier integral of T at x is summable in Bochner-Riesz means to c.
