Supported by the National Natural Science Foundation of China (10461005);the Scientific Research Foundation of Tianjin Education Committee (200504042006ZH91).
In this paper,we study the solution to the endolymph equation using the fractional derivative of arbitrary orderλ(0<λ<1).The exact analytic solution is given by using Laplace transform in terms of Mittag-Leffler fun...
Supported by The Ministry of Health Sector Funds of China,No. 201002020
AIM: To study the feasibility and safety of middle segmental pancreatectomy (MSP) compared with pancreaticoduodenectomy (PD) and extended distal pancreatectomy (EDP). METHODS: We studied retrospectively 36 cases that ...
Supported by the Natural Science Fundation of Henan Proivince(0211050200)
Let f(z) be a meromorphic function and ψ be the differential polynomial of f which satisfies the condition of -↑N(r, f)+-↑N (r, 1/f) = S(r, f). We obtain several results about the zero point of the ψ and ...
This is a comprehensive report at the Second National Symposium on Modern Mathematics and Mechanics;Project Supported by the Science Foundation of the Chinese Academy of Sciences
As is Wellknown in both elastic mechanics andfluid mechanics, the plane problems are more convenient than space problems. One of the causes is that there has been a complete theory about the complex Junction and the a...
the National Natural Science Foundation of China (Grant Nos. 30370388, 30670539 and 30770558)
It is of great importance to identify new cancer genes from the data of large scale genome screenings of gene mutations in cancers. Considering the alternations of some essential functions are indispensable for oncoge...
National Natural Science Foundation of China Under Grant No.51278382
This paper reports a series solution of wave functions for two-dimensional scattering and diffraction of plane SH waves induced by a symmetrical V-shaped canyon with different shape ratios. A half-space with a symmetr...