A5102743978- Nonlinear Waves and Solitons
- Nonlinear Photonic Systems
- Algebraic structures and combinatorial models
- Fractional Differential Equations Solutions
- Advanced Fiber Laser Technologies
- graph theory and CDMA systems
- Numerical methods for differential equations
- Quantum Computing Algorithms and Architecture
- Matrix Theory and Algorithms
- Advanced Mathematical Physics Problems
- Nuclear physics research studies
- Folate and B Vitamins Research
- GDF15 and Related Biomarkers
- Finite Group Theory Research
- Spacecraft Design and Technology
- Fluoride Effects and Removal
- Spacecraft and Cryogenic Technologies
- Geophysics and Sensor Technology
- Prostate Cancer Diagnosis and Treatment
- Gamma-ray bursts and supernovae
- Advanced Chemical Physics Studies
- Rings, Modules, and Algebras
- Quantum-Dot Cellular Automata
- Differential Equations and Numerical Methods
- Hand Gesture Recognition Systems
Sun Yat-sen University
2024
Anqing Normal University
2024
Shanghai Jiao Tong University
2009-2022
Shanghai Sixth People's Hospital
2022
Hebei University of Economics and Business
2022
Shandong University
2009-2021
Shandong Provincial QianFoShan Hospital
2021
Shandong First Medical University
2021
Shandong Maternal and Child Health Hospital
2021
Beijing University of Posts and Telecommunications
2020
TianQin is a proposed space-based gravitational wave detection mission featuring high geocentric orbits. The strain sensitivity goal imposes stringent requirements on thermal control of the key science payloads, which relies heavily support satellite platforms. A main challenge for yearly varying sunlight directions with respect to constellation plane. It leads significant variations in external heat flow, unfavorable maintaining stable working temperatures inside satellites over long term....
Fast and accurate outlining of the organs at risk (OARs) high-risk clinical tumor volume (HRCTV) is especially important in high-dose-rate brachytherapy due to highly time-intensive online treatment planning process high dose gradient around HRCTV. This study aims apply a self-configured ensemble method for fast reproducible auto-segmentation OARs HRCTVs gynecological cancer.
In the present paper, with aid of symbolic computation, families new nontrivial solutions first-order sub-ODE F'2 = AF2 + BF2+p CF2+2p (where F' dF/dξ, p > 0) are obtained. To our best knowledge, these have not been found in [X.Z. Li and M.L. Wang, Phys. Lett. A 361 (2007) 115] [S. Zhang, W. J.L. Tong, 372 (2008) 3808] other existent papers until now. Using solutions, method is described to construct several kinds exact travelling wave for generalized KdV-mKdV equation higher-order nonlinear...
Hyperhomocysteinemia (HHcy) is derived from the abnormal metabolism of homocysteine (Hcy) and related to metabolic-related diseases. In addition, HHcy combined with hypertension increases risk cardiovascular diseases (CVD). However, mechanism aggravating hypertensive arterial damage efficacy folate (FA) as a beneficial supplement have not been fully elucidated. this study, we established rat model model. Rat tail artery blood pressure (BP), plasma Hcy, serum superoxide dismutase (SOD),...
In this paper, the direct symmetry method is extended to Lax pair of ANNV equation. As a result, symmetries and equation are obtained at same time. Applying symmetry, (2+1)-dimensional reduced (1+1)-dimensional pair, whose compatibility yields reduction Based on reductions equation, lot new exact solutions for found. This shows that an integrable system, both can be through its corresponding pair.
In this paper, the modified CK's direct method to find symmetry groups of nonlinear partial differential equation is extended (2+1)-dimensional variable coefficient canonical generalized KP (VCCGKP) equation. As a result, groups, Lie point group and for VCCGKP are obtained. fact, coincides with that obtained by standard approach. Applying given symmetry, we obtain five types similarity reductions lot new exact solutions, including hyperbolic function triangular periodic Jacobi elliptic...
In this paper, the generalized tanh function method is extended to (2+1)-dimensional canonical KP (CGKP) equation with variable coefficients. Taking advantage of Riccati equation, many explicit exact solutions, which contain multiple soliton-like and periodic are obtained for CGKP
Using the modified CK's direct method, we build relationship between new solutions and old ones find some exact to (3+1)-dimensional potential-YTSF equation. Based on invariant group theory, Lie point symmetry groups symmetries of equation are obtained. We also get conservation laws with given symmetry.
Background Hypertension associated with hyperhomocysteinemia (HHcy) is correlated a high risk of vascular diseases. Studies found that folic acid (FA) supplementation can reduce the cardiovascular and cerebrovascular events. The aim present study was to explore potential mechanisms FA attenuating HHcy-related arterial injury in spontaneously hypertensive rats (SHRs). Methods 24 SHRs were randomized into control group, HHcy + group (8 per group). given DL-Hcy intraperitoneally mimic...
Abstract Assume G is a finite p -group. We prove that if all <m:math xmlns:m="http://www.w3.org/1998/Math/MathML"> <m:msub> <m:mi mathvariant="script">𝒜</m:mi> <m:mn>2</m:mn> </m:msub> </m:math> {\mathcal{A}_{2}} -subgroups of are generated by two elements, then so non-abelian subgroups . By using this result, we classify the -groups which have at least <m:mn>1</m:mn> {\mathcal{A}_{1}} and in intersection every pair distinct equals -subgroups. It turns out such whose converse also almost holds.
Developing intelligent pediatric consultation systems offers promising prospects for improving diagnostic efficiency, especially in China, where healthcare resources are scarce. Despite recent advances Large Language Models (LLMs) Chinese medicine, their performance is sub-optimal applications due to inadequate instruction data and vulnerable training procedures. To address the above issues, this paper builds PedCorpus, a high-quality dataset of over 300,000 multi-task instructions from...
In virtual Hand-Object Interaction (HOI) scenarios, the authenticity of hand's deformation is important to immersive experience, such as natural manipulation or tactile feedback. Unrealistic arises from simplified hand geometry, neglect different physics attributes hand, and penetration due imprecise contact handling. To address these problems, we propose PhysHand, a novel simulation model, which enhances realism in HOI. First, construct physiologically plausible layered mesh with...
The Riccati equation is employed to construct exact travelling wave solutions the generalized Bretherton equation. Taking full advantage of which has more new solutions, abundant multiple solition-like are obtained for
This paper presents a new and efficient approach for constructing exact solutions to nonlinear differential–difference equations (NLDDEs) lattice equation. By using this method via symbolic computation system MAPLE, we obtained abundant soliton-like and/or period-form the (2+1)-dimensional Toda It seems that solitary wave are merely special cases in one family. Furthermore, can also be applied other equations.
Exact solutions of the fractional Kraenkel–Manna–Merle system in saturated ferromagnetic materials have been studied. Using complex transforms, is reduced to ordinary differential equations, (1 + 1)-dimensional partial equations and (2 equations. Based on obtained taking advantage available Jacobi elliptic equation Riccati equation, soliton solutions, combined function triangular periodic rational for KMM are obtained. For we get classification Lie symmetries. Starting from a symmetry,...
One-dimensional parabolic-parabolic Keller-Segel (PP-KS) model of chemotaxis is considered. By using the generalized tanh function method, <i>G'</i>(/G)-expansion method and variable-separating plenty new explicit exact solutions, including travelling wave solutions non-travelling are obtained for PP-KS model. Compared to existing results, more derived all have expressions.