Explanipedia

The dynamical analysis of COVID-19 models with unreported symptomatic infection population Open

J. G. Lü · 2025

An atlas of cell type specific regulatory effects in cattle Open

Lingzhao Fang, Houcheng Li, Huicong Zhang, Pengju Zhao, Qi Zhang , et al. · 2025

Understanding the genetic and molecular architecture of complex traits and artificial selection is crucial for advancing sustainable precision breeding in cattle and other livestock. Yet, how genetic variation affects cellular gene express…

An atlas of cell type specific regulatory effects in cattle Open

Houcheng Li, Huicong Zhang, Pengju Zhao, Qi Zhang, Senlin Zhu , et al. · 2025

Understanding the genetic and molecular architecture of complex traits and artificial selection is crucial for advancing sustainable precision breeding in cattle and other livestock. Yet, how genetic variation affects cellular gene express…

Ginsenoside Rh2 alleviates inflammatory response and enhances motor function recovery in spinal cord injury mice via the ROS/MAPK14 signaling pathway Open

Yanlan Wu, Fangming Song, Xiuwei Tan, Jin Huang, J. G. Lü , et al. · 2025

New Exact Solutions for the Coupled Gross-Pitaevskii Equation Open

Can Xu, Jianping Li, J. G. Lü · 2025

Vector meson production associated with a lepton pair in $e^+$ $e^-$ annihilation Open

Yu Jia, Yang Liu, J. G. Lü, Guang Tang, Xiaonu Xiong · 2024

In this work, we investigate a novel production mechanism of vector mesons, exemplified by the production of a neutral vector meson associated with a lepton pair in $e^+e^-$ annihilation, i.e., $e^+e^-\to V l^+l^-$ ($V=J/ψ, ρ^0, ω, ϕ$, and…

Hard-scattering approach to strongly hindered electric dipole transitions between heavy quarkonia Open

Cai-Ping Jia, Yu Jia, J. G. Lü, Zhewen Mo, Jia-Yue Zhang · 2024

The conventional wisdom in dealing with electromagnetic transition between heavy quarkonia is the multipole expansion, when the emitted photon has a typical energy of order quarkonium binding energy. Nevertheless, in the case when the ener…

Dog10K: an integrated Dog10K database summarizing canine multi-omics Open

Tong Zhou, Shao-Yan Pu, Shaojie Zhang, Qi-Jun Zhou, Min Zeng , et al. · 2024

The diversity observed in canine breed phenotypes, together with their risk for heritabily disorders of relevance to dogs and humans, makes the species an ideal subject for studies aimed at understanding the genetic basis of complex traits…

Exclusive production of double light neutral mesons at the colliders Open

J. G. Lü, Cai-Ping Jia, Yu Jia, Xiaonu Xiong · 2024

In this work we investigate the exclusive production of a pair of light neutral mesons in e+e− annihilation, where the final state bears an even C-parity. The production processes can be initiated via the photon fragmentation or the nonfra…

Exclusive production of double light neutral mesons at the $e^+e^-$ colliders Open

J. G. Lü, Cai-Ping Jia, Yu Jia, Xiaonu Xiong · 2024

In this work we investigate the exclusive production of a pair of light neutral mesons in $e^+e^-$ annihilation, where the final state bears an even $C$-parity. The production processes can be initiated via the photon fragmentation or the …

Hard-scattering approach to strongly hindered electric dipole transitions between heavy quarkonia Open

Cai-Ping Jia, Yu Jia, J. G. Lü, Zhewen Mo, Jia-Yue Zhang · 2024

The conventional wisdom in dealing with electromagnetic transition between heavy quarkonia is the multipole expansion, when the emitted photon has a typical energy of order quarkonium binding energy. Nevertheless, in the case when the ener…

The exact solutions to the generalized (2+1)-dimensional nonlinear wave equation Open

Jianping Li, Can Xu, J. G. Lü · 2024

Due to the importance of the nonlinear partial differential equations in applied physics and engineering, many mathematicians and physicists are interesting to the nonlinear partial differential equations. One of the main tasks of studying…

Novel corona virus disease dynamical models with pulse vaccination Open

Cheng’ao Li, J. G. Lü · 2023

Due to the widespread and serious prevalence of the 2019 novel corona virus disease (COVID-19), COVID-19, has seriously affected people’s lives and the economic development. To study the transmission dynamics of COVID-19 and find effective…

The exact solutions for the nonlinear variable-coefficient fifth-order Schrödinger equation Open

Cheng’ao Li, J. G. Lü · 2022

In the paper, the nonlinear variable-coefficient fifth-order Schrödinger (NLVS) equation is researched. The NLVS equation is an integrable equation, which can be described the spreading of ultrashort pulses in an inhomogeneous optical fibe…

Study of C parity violating and strangeness changing J/ψ → PP weak decays * Open

Yueling Yang, J. G. Lü, Mingfei Duan, Jinshu Huang, J. F. Sun · 2021

Although weak decays are rare, they are possible within the standard model of elementary particles. Inspired by the potential prospects of the future intensity frontier, the C parity violating …

Explicit solutions for the coupled nonlinear Drinfeld–Sokolov–Satsuma–Hirota system Open

J. G. Lü, Xiaofang Duan, Cheng’ao Li, Xiaochun Hong · 2021

In this paper, we firstly solve the auxiliary elliptic equation and obtain the explicit solutions to the equation. Then, by the modified polynomial expansion method, we obtain more new explicit solutions for the coupled nonlinear Drinfeld–…

Study of the Υ(1S) → DP decays Open

Yueling Yang, Mingfei Duan, J. G. Lü, Jinshu Huang, J. F. Sun · 2021

Inspired by the potential prospects of high-luminosity dedicated colliders and the high enthusiasms in searching for new physics in the flavor sector at the intensity frontier, the [Formula: see text], [Formula: see text] and [Formula: see…

The exact solutions for the -dimensional Boiti-Leon-Manna-Pempinelli equation Open

Xiaofang Duan, J. G. Lü · 2021

In the paper, we study the Boiti-Leon-Manna-Pempinelli equation with (3 + 1) dimension. By using the modified hyperbolic tangent function method, we obtain more new exact solutions for the (3+1)-dimensional Boiti-Leon-Manna-Pempinelli equa…

Study of the ${\\Upsilon}(1S)$ ${\\to}$ $DP$ decays Open

Yueling Yang, Mingfei Duan, J. G. Lü, Jinshu Huang, J. F. Sun · 2021

Inspired by the potential prospects of high-luminosity dedicated colliders\nand the high enthusiasms in searching for new physics in the flavor sector at\nthe intensity frontier, the ${\\Upsilon}(1S)$ ${\\to}$ $D^{-}{\\pi}^{+}$,\n$\\overli…

THE BIFURCATION TRAVELLING WAVES OF A GENERALIZED BROER-KAUP EQUATION Open

Shaolong Xie, Xiaochun Hong, J. G. Lü · 2020

In this paper, by using the dynamical system theory and simulation method, we study a generalized Broer-Kaup (gBK) equation. Under different parameter conditions, the travelling wave solutions such as kink wave, periodic blow-up wave, peri…

NEW EXACT SOLUTIONS FOR COUPLED SCHRÖDINGER-BOUSSINESQ EQUATIONS Open

J. G. Lü, Xiaochun Hong, Qi Zhao · 2020

Due to the importance of the coupled Schrödinger-Boussinesq equations (CSBEs) in applied physics, many mathematicians and physicists are interesting to CSBEs. One of the main tasks of studying CSBEs is to obtain the exact solutions for CS…

A LINEAR ESTIMATION TO THE NUMBER OF ZEROS FOR ABELIAN INTEGRALS IN A KIND OF QUADRATIC REVERSIBLE CENTERS OF GENUS ONE Open

L. Elliot Hong, Xiaochun Hong, J. G. Lü · 2020

In this paper, using the method of Picard-Fuchs equation and Riccati equation, we consider the number of zeros for Abelian integrals in a kind of quadratic reversible centers of genus one under arbitrary polynomial perturbations of degree …

New exact solutions for Kudryashov–Sinelshchikov equation Open

J. G. Lü · 2018

In this paper, we firstly change the auxiliary second order ordinary differential equation in the G′G $\frac{G'}{G}$-polynomial expansion method to the Riccati equation. By solving the Riccati equation, we obtain more exact solutions to th…

UPPER BOUNDS FOR THE ASSOCIATED NUMBER OF ZEROS OF ABELIAN INTEGRALS FOR TWO CLASSES OF QUADRATIC REVERSIBLE CENTERS OF GENUS ONE Open

Xiaochun Hong, J. G. Lü, Yanjie Wang · 2018

In this paper, by using the method of Picard-Fuchs equation and Riccati equation, we study the upper bounds for the associated number of zeros of Abelian integrals for two classes of quadratic reversible centers of genus one under any poly…

Exact Traveling Wave Solutions for Generalized Camassa-Holm Equation by Polynomial Expansion Methods Open

J. G. Lü, Xiaochun Hong · 2016

We formulate efficient polynomial expansion methods and obtain the exact traveling wave solutions for the generalized Camassa-Holm Equation. By the methods, we obtain three types traveling wave solutions for the generalized Camassa-Holm Eq…

J. G. Lü YOU? Author Swipe