ITMA ASIA+CITME,Singapore 2025 has attracted strong response from technology providers keen to support the modernisation efforts of textile and garment manufacturers from the growing textile hubs in South and Southeas...
supported by National Natural Science Foundation of China(Grant No.11871030);supported by National Natural Science Foundation of China(Grant No.11731007)。
In this paper,for the 3D quadratic nonlinear Klein-Gordon equation on the product space R^(2)×T,we focus on the lower bound of the lifespan of the smooth solution with slowly decaying initial data.When the size of in...
supported by the Shandong Provincial Natural Science Foundation(No.ZR2021MA086);the support plan on science and technology for youth innovation of universities in Shandong province(NO.2021KJ086);Tai’an city science and technology development plan project(No.2022NS344)。
In this paper,a stochastic Lotka-Volterra system with infinite delay is considered.A new concept of extinction,namely,the almost sureβ-extinction is proposed and sufficient conditions for the solution to be almost s...
The article is devoted to completing the proof of the inconsistency of set theory. In this article and in the two preceding ones, all steps of the proof are based on generally accepted informal set-theoretic reasoning...
supported by National Natural Science Foundation of China(Grant No.11701426);supported by National Natural Science Foundation of China(Grant No.11501505)。
In this paper,we consider the prescribed Gauduchon scalar curvature problem on almost Hermitian manifolds.By deducing the expression of the Gauduchon scalar curvature under the conformal variation,we reduce the proble...
supported by the National Key Research and Development Program of China under Grant No.2022YFA1004600;the National Natural Science Foundation of China under Grant No.11931018;the Guangdong Basic and Applied Basic Research Foundation under Grant No.2021A1515010057;the Guangdong Province Key Laboratory of Computational Science at the Sun Yat-sen University under Grant No.2020B1212060032。
This paper is concerned with nonzero-sum discrete-time stochastic games in Borel state and action spaces under the expected discounted payoff criterion.The payoff function can be unbounded.The transition probability i...
The Instituto de Ciencias Biologicas from UFPA for an undergraduate student stipend associated to project number 324-1019-ICB;supported by the Brazilian Coordination of Higher Education Personnel Training(CAPES)through scholarships to S.M.G.;supervised by J.B.L.S.in the UFPA Postgraduate Program in Aquatic Ecology and Fisheries(PPGEAP);thanks the Instituto de Ciencias Biologicas for an undergraduate student stipend associated to project number 324-1019-ICB;Shark Conservation Fund(SCF)for funding the project"Uncovering the Global Shark Meat Trade."。
Gymnurid rays are found in tropical,subtropical,and temperate regions around the world,where they are associated with sandy or muddy bottoms in coastal areas,being easily distinguished from other rays by the width of ...
supported by the NSFC(11901120);supported by the NSFC(12171356);the Science and Technology Program of Guangzhou,China(2024A04J4027)。
In this work,we propose a low-regularity Fourier integrator with almost mass conservation to solve the Davey-StewartsonⅡsystem(hyperbolic-elliptic case).Arbitrary order mass convergence could be achieved by the suita...
N.Karaliolios was partially supported by LABEX CEMPI(ANR-11-LABX-0007-01)while a post-doc at Université de Lille;.Q.Zhou was partially supported by National Key R&D Program of China(No.2020YFA0713300);NSFC(Grant No.12071232);The Science Fund for Distinguished Young Scholars of Tianjin(No.19JCJQJC61300);Nankai Zhide Foundation。
We prove that if the frequency of the quasi-periodic SL(2,R)cocycle is Diophantine,then each of the following properties is dense in the subcritical regime:for any 1/2<κ<1,the Lyapunov exponent is exactlyκ-Hölder co...
supported by financial aid from the National Natural Science Foundation of China(grant nos.22020102003 and 21834007);the Jilin Province Youth Science and Technology Talent support project(grant no.QT202229);the Program of Science and Technology Development Plan of Jilin Province of China(grant no.YDZJ202302CXJD065).
Upconversion luminescence(UCL)materials have the potential for many applications due to their unique optical properties.Some technical challenges such as complex synthesis with low yield and nondegradability need to b...