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机译:Vaidya公制的曲率特性
Department of Mathematics University of Burdwan Golapbag Burdwan - 713 104 West Bengal India;
Department of Mathematics University of Burdwan Golapbag Burdwan - 713 104 West Bengal India;
Department of Mathematics University of Burdwan Golapbag Burdwan - 713 104 West Bengal India;
Einstein field equations; Schwarzschild metric; Vaidya metric; Ludwig-Edgar pure radiation metric; quasi-Einstein manifold; Einstein manifold; Ricci flat manifold; Ricci-simple manifold; pseudosymmetry type curvature condition;
机译:Vaidya公制的曲率特性
机译:具有特殊非黎曼曲率性质的标量标志曲率的sler度量
机译:具有特殊非黎曼曲率性质的标量标志曲率的Finsler度量
机译:(α,β) - 仪的曲率特性
机译:内在度量的曲率性质
机译:乘数理想滑轮和正标量曲率的Kähler-Einstein度量的存在
机译:具有特殊非黎曼曲率性质的标量旗曲率的Finsler度量
机译:四分之一对称度量连接的一些曲率性质