×

zbMATH — the first resource for mathematics

Guo, Hongxin

Compute Distance To:
Author ID: guo.hongxin Recent zbMATH articles by "Guo, Hongxin"
Published as: Guo, Hongxin; Guo, H.; Guo, Hong Xin
Documents Indexed: 27 Publications since 1993

Publications by Year

Citations contained in zbMATH Open

21 Publications have been cited 91 times in 46 Documents Cited by Year
Entropy and lowest eigenvalue on evolving manifolds. Zbl 1275.53058
Guo, Hongxin; Philipowski, Robert; Thalmaier, Anton
17
2013
Harnack estimates for geometric flows, applications to Ricci flow coupled with harmonic map flow. Zbl 1292.53044
Guo, Hongxin; He, Tongtong
8
2014
Area growth rate of the level surface of the potential function on the 3-dimensional steady gradient Ricci soliton. Zbl 1167.53056
Guo, Hongxin
7
2009
Harnack estimates for conjugate heat kernel on evolving manifolds. Zbl 1335.53082
Cao, Xiaodong; Guo, Hongxin; Tran, Hung
7
2015
On gradient solitons of the Ricci-harmonic flow. Zbl 1330.53085
Guo, Hong Xin; Philipowski, Robert; Thalmaier, Anton
7
2015
Harnack estimates for nonlinear backward heat equations in geometric flows. Zbl 1301.53062
Guo, Hongxin; Ishida, Masashi
7
2014
Weld pool dynamics and the formation of ripples in 3D gas metal arc welding. Zbl 1144.80318
Hu, J.; Guo, H.; Tsai, H. L.
6
2008
A stochastic approach to the harmonic map heat flow on manifolds with time-dependent Riemannian metric. Zbl 1297.53044
Guo, Hongxin; Philipowski, Robert; Thalmaier, Anton
6
2014
Martingales on manifolds with time-dependent connection. Zbl 1331.53099
Guo, Hongxin; Philipowski, Robert; Thalmaier, Anton
4
2015
Remarks on noncompact steady gradient Ricci solitons. Zbl 1176.53065
Guo, Hongxin
3
2009
Harnack estimates for nonlinear heat equations with potentials in geometric flows. Zbl 1327.53085
Guo, Hongxin; Ishida, Masashi
3
2015
Parameter estimation for 2-parameter generalized Pareto distribution by POME. Zbl 0890.62003
Singh, V. P.; Guo, H.
3
1997
Evolution equation of the Gauss curvature under hypersurface flows and its applications. Zbl 1198.53071
Guo, Hong Xin
2
2010
Understanding the different scaling behavior in various shell models proposed for turbulent thermal convection. Zbl 1143.76447
Ching, Emily S. C.; Guo, H.; Cheng, W. C.
2
2008
An entropy formula for the heat equation on manifolds with time-dependent metric, application to ancient solutions. Zbl 1309.53051
Guo, Hongxin; Philipowski, Robert; Thalmaier, Anton
2
2015
Non-equilibrium Ginzburg-Landau model driven by colored noise. Zbl 0936.82020
Sancho, J. M.; García-Ojalvo, J.; Guo, H.
2
1998
On the Ricci curvature of steady gradient Ricci solitons. Zbl 1180.35160
Guo, Hongxin
1
2010
A family of evolution equations connecting area-preserving to length-preserving curve flows. Zbl 1394.53068
Guo, Hongxin; Sun, Zezhen
1
2018
Parameter estimation for 3-parameter log-logistic distribution (LLD3) by POME. Zbl 0784.62020
Singh, V. P.; Guo, H.; Yu, F. X.
1
1993
Effects of a large-scale mean flow in a shell model of turbulent convection. Zbl 1143.76436
Ching, Emily S. C.; Guo, H.
1
2007
An entropy formula relating Hamilton’s surface entropy and Perelman’s \(\mathcal W\) entropy. Zbl 1268.53070
Guo, Hongxin
1
2013
A family of evolution equations connecting area-preserving to length-preserving curve flows. Zbl 1394.53068
Guo, Hongxin; Sun, Zezhen
1
2018
Harnack estimates for conjugate heat kernel on evolving manifolds. Zbl 1335.53082
Cao, Xiaodong; Guo, Hongxin; Tran, Hung
7
2015
On gradient solitons of the Ricci-harmonic flow. Zbl 1330.53085
Guo, Hong Xin; Philipowski, Robert; Thalmaier, Anton
7
2015
Martingales on manifolds with time-dependent connection. Zbl 1331.53099
Guo, Hongxin; Philipowski, Robert; Thalmaier, Anton
4
2015
Harnack estimates for nonlinear heat equations with potentials in geometric flows. Zbl 1327.53085
Guo, Hongxin; Ishida, Masashi
3
2015
An entropy formula for the heat equation on manifolds with time-dependent metric, application to ancient solutions. Zbl 1309.53051
Guo, Hongxin; Philipowski, Robert; Thalmaier, Anton
2
2015
Harnack estimates for geometric flows, applications to Ricci flow coupled with harmonic map flow. Zbl 1292.53044
Guo, Hongxin; He, Tongtong
8
2014
Harnack estimates for nonlinear backward heat equations in geometric flows. Zbl 1301.53062
Guo, Hongxin; Ishida, Masashi
7
2014
A stochastic approach to the harmonic map heat flow on manifolds with time-dependent Riemannian metric. Zbl 1297.53044
Guo, Hongxin; Philipowski, Robert; Thalmaier, Anton
6
2014
Entropy and lowest eigenvalue on evolving manifolds. Zbl 1275.53058
Guo, Hongxin; Philipowski, Robert; Thalmaier, Anton
17
2013
An entropy formula relating Hamilton’s surface entropy and Perelman’s \(\mathcal W\) entropy. Zbl 1268.53070
Guo, Hongxin
1
2013
Evolution equation of the Gauss curvature under hypersurface flows and its applications. Zbl 1198.53071
Guo, Hong Xin
2
2010
On the Ricci curvature of steady gradient Ricci solitons. Zbl 1180.35160
Guo, Hongxin
1
2010
Area growth rate of the level surface of the potential function on the 3-dimensional steady gradient Ricci soliton. Zbl 1167.53056
Guo, Hongxin
7
2009
Remarks on noncompact steady gradient Ricci solitons. Zbl 1176.53065
Guo, Hongxin
3
2009
Weld pool dynamics and the formation of ripples in 3D gas metal arc welding. Zbl 1144.80318
Hu, J.; Guo, H.; Tsai, H. L.
6
2008
Understanding the different scaling behavior in various shell models proposed for turbulent thermal convection. Zbl 1143.76447
Ching, Emily S. C.; Guo, H.; Cheng, W. C.
2
2008
Effects of a large-scale mean flow in a shell model of turbulent convection. Zbl 1143.76436
Ching, Emily S. C.; Guo, H.
1
2007
Non-equilibrium Ginzburg-Landau model driven by colored noise. Zbl 0936.82020
Sancho, J. M.; García-Ojalvo, J.; Guo, H.
2
1998
Parameter estimation for 2-parameter generalized Pareto distribution by POME. Zbl 0890.62003
Singh, V. P.; Guo, H.
3
1997
Parameter estimation for 3-parameter log-logistic distribution (LLD3) by POME. Zbl 0784.62020
Singh, V. P.; Guo, H.; Yu, F. X.
1
1993

Citations by Year