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Liouville theorem on p-biharmonic map from gradient Ricci soliton
Xiangzhi Cao
In this paper, we are devoted to obtain some results on p-biharmonic map from gradient Ricci soliton, especially on two dimensional cigar soliton.
A remark on Symphonic maps
Xiangzhi Cao
In this paper, we are devoted to define p symphonic morphism and characterize it partially as in the case of harmonic morphism.
Eells-Sampson type result of Symphonic map
Xiangzhi Cao
In this paper, we obtained Eells-Sampson type result of Symphonic map.
A remark of Ricci-Bourguignon harmonic soliton
Xiangzhi Cao
In this paper, we investigate the triviality of Ricci-Bourguignon harmonic solitons. We also use the results of V-harmonic map to investigate the property of Ricci harmonic soliton…
A Bernstein theorem for ancient solution to symplectic mean curvature flow
Xiangzhi Cao
We proved a Bernstein theorem for ancient solution to symplectic mean curvature flow via the complex phase map .
A Bernstein theorem of ancient solutions to mean curvature flow
Xiangzhi Cao
We proved a Bernstein theorem of ancient solutions to mean curvature flow.