Семинары: Ш. А. Муранов, Damped oscillatory integrals and Weierstrass polynomials

СЕМИНАРЫ


Семинар по современным проблемам комплексного анализа (Семинар Садуллаева) 10 сентября 2020 г. 12:00, г. Ташкент, Онлайн на платформе Zoom

Damped oscillatory integrals and Weierstrass polynomials Sh. A. Muranov A. Navoi Samarkand State University
Аннотация: We consider the Sogge-Stein problem related to the damped oscillatory integrals. We show that in three-dimensional Euclidean spaces minimal exponent, which guarantees optimal decaying of the Fourier transform of the surfaces-carried measures with mitigating factor is bounded by $\frac{3}{2}$. A proof of the main theorem is based on Weierstrass type results. Website: https://us02web.zoom.us/j/84574793587