supported by the NSF Grants DMS-1609340 and DMS-1904674,the Institute for Advanced Study with funding provided by the Charles Simonyi Endowment;supported by the NSF Grants DMS-2018221(formerly DMS-1811144)and DMS-2018220(formerly DMS-1834824);the funding from the Wisconsin Alumni Research Foundation and a Vilas Early Career Investigator Award by the University of Wisconsin-Madison,and a von Neumann Fellowship by the Institute for Advanced Study with funding from the Zürich Insurance Company and the NSF Grant DMS-1638352.
We develop a min–max theory for asymptotically conical self-expanders of mean curvature flow.In particular,we show that given two distinct strictly stable selfexpanders that are asymptotic to the same cone and bound ...
As an alternative to the conventional steam Rankine Cycle,Kalina Cycle has witnessed a growing interest over the past years for high-temperature applications(A working fluid temperature of 500◦C at the turbine inlet)....
In this note,we prove that expanders cannot be coarsely embedded into group extensions of sequences of groups which are coarsely embeddable into Hardamad manifolds and certain Banach spaces due to the similar concentr...
In this paper, a class of metric spaces which include Hilbert spaces and Hadamard manifolds are defined. And the expanders cannot be coarsely embedded into this class of metric spaces are proved.
Nipple-sparing mastectomy(NSM) is a safe technique in patients who are candidates for conservation breast surgery. However, there is worry concerning its oncological safety and surgical outcome in terms of postoperati...
Objective: The purpose of this study was to test the hypothesis that extracellular fluid accumulation predicts fluid responsiveness after hydroxyethyl starch (HES) solution bolus infusion during major abdominal surger...
Chinese Academy of Sciences,the National Natural Science Foundation of China under Grant Nos 10734080,60921004,60908008 and 61078037;the National Basic Research Program of China under Grant No 2011CB808101;International S&T Cooperation Program of China under Grant No 2011DFA11300.
A scheme of double grating expanders is first proposed for high energy chirped pulse amplifiers.It is demonstrated that they can compensate for the amplifier's material dispersion up to the fourth-order,together with ...