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5. ODE solutions for the fractional Laplacian equations arising in conformal geometry

ODE solutions for the fractional Laplacian equations arising in conformal geometry

来源 :International Workshop on Conformal Geometry and Geometric P | 被引量 : 0次 | 上传用户：xueyueer001

【摘 要】

：

　　We construct some ODE solutions for the fractional Yamabe problem in conformal geometry.The fractional curvature,a generalization of the usual scalar curvat

【作 者】

：

Azahara de la Torre Pedraza 

【机 构】

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UniversidadPolitécnicadeCatalu(n)a

【出 处】

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International Workshop on Conformal Geometry and Geometric P

【发表日期】

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2015年6期

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　　We construct some ODE solutions for the fractional Yamabe problem in conformal geometry.The fractional curvature,a generalization of the usual scalar curvature,is defined from the conformal fractional Laplacian,which is a non-local operator constructed on the conformal infinity of a conformally compact Einstein manifold.

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