Supported by the NSF of China(Grant Nos.11771063,11971082 and 12171062);the Natural Science Foundation of Chongqing(Grant No.cstc2020jcyj-msxm X0455);Science and Technology Project of Chongqing Education Committee(Grant No.KJZD-K201900504);the Program of Chongqing Innovation Research Group Project in University(Grant No.CXQT19018);Open Fund of Tianjin Key Lab for Advanced Signal Processing(Grant No.2019ASP-TJ03)。
In this paper,we investigate a new inertial viscosity extragradient algorithm for solving variational inequality problems for pseudo-monotone and Lipschitz continuous operator and fixed point problems for quasi-nonexp...
Supported by National Natural Science Foundation of China(Grant No.11871242);Natural Science Foundation of Jilin Province of China(Grant No.20200201248JC);the Fundamental Research Funds for the Central Universities。
In this paper,we study superlinear elliptic equations with mixed boundary value conditions in annular domains.It is assumed that the nonlinearities depend on the derivative terms.Some results about existence of soluti...
Supported by Natural Science Foundation of Yibin University(Z-2009,No.3)
The purpose of this paper is by using the modified block iterative method to propose an algorithm for finding a common element in the intersection of the set of common fixed points of an infinite family of quasi-C-asy...
the National Natural Science Foundation of China (Nos.10431010,10501005);Science Foundation for Young Teachers of NENU (No.20070103)
This paper studies non-convex programming problems. It is known that, in statistical inference, many constrained estimation problems may be expressed as convex programming problems. However, in many practical problems...
Supported by Tianyuan Mathematics Foundation(Grant No.10526028);the NSF of China(Grant Nos.10301018,10571107)
In this paper we sharpen Hua's result by proving that each sufficiently large integer N congruent to 5 modulo 24 can be written as N=p1^2+p2^2+p3^2+p4^2+p5^2,with │pj-√N/5│≤U=N^1/2-1/28+ε,where pj are primes.
Supported by The National Science Foundation(Grants #10125101 and #10131010);by a Ministry of Education Major Grant Program in Sciences and Technology
It is proved that with at most O(N^(11/12+ε)) exceptions, all positiveintegers n ≤ N satisfying some necessary congruence conditions are the sum of three squares ofprimes. This improves substantially the previous re...
Let G(k) denote the smallest number s such that every sufficiently large natural number is the sum of, at most, s k-th powers of natural numbers. In this paper, we give new bounds for G(12), G(13) and G(19).