Introduction to Differential Geometry with Tensor Applications, , Wiley, John Wiley & Sons,Geometry,Mathematics,

Absolute differential; Associate tensors; Bianchi Identity;  Binormal; Christoffel symbols; Codazzi equation; Conjugate tensors; Contraction; Curvature tensor; Covariant tensor; Contravariant tensor; Curl of a vector; Curvature tensor; Developable; Divergence; Einstein tensor; First fundamental form; Fundamental tensor; Gauss’s equation; Gaussian curvature; Geodesic coordinates; Geodesic curvature; Helix; Inner product; Intrinsic derivative; Invarants; Isometry; Jacobian; Kronecker delta; Length of a Vector; Metric tensor; Mean curvature; Meusnier’s theorem; Minkowski space time; Normal curvature; Null vector; Osculating plane; Outer multiplication; Quotient law; Reciprocal tensor; Ricci tensor; Ricci Theorem; Riemannian metric; Riemannian space; Riemann-Christoffel tensor; Second fundamental form; Serret-Frenet formulii; Skew symmetric tensors; Space curve; Summation convention; Surface Curve; Symmetric tensor; Tangent vectors; Tensor algebra; Tensor derivative; Third fundamental form; Torsion; Total curvature; Unit Vector; Vector space; Weingarten’s formula; Zero Vector;

,, Modern Mathematics in Computer Science, United States, en-UShttps://www.wiley.com

Absolute differential; Associate tensors; Bianchi Identity;  Binormal; Christoffel symbols; Codazzi equation; Conjugate tensors; Contraction; Curvature tensor; Covariant tensor; Contravariant tensor; Curl of a vector; Curvature tensor; Developable; Divergence; Einstein tensor; First fundamental form; Fundamental tensor; Gauss’s equation; Gaussian curvature; Geodesic coordinates; Geodesic curvature; Helix; Inner product; Intrinsic derivative; Invarants; Isometry; Jacobian; Kronecker delta; Length of a Vector; Metric tensor; Mean curvature; Meusnier’s theorem; Minkowski space time; Normal curvature; Null vector; Osculating plane; Outer multiplication; Quotient law; Reciprocal tensor; Ricci tensor; Ricci Theorem; Riemannian metric; Riemannian space; Riemann-Christoffel tensor; Second fundamental form; Serret-Frenet formulii; Skew symmetric tensors; Space curve; Summation convention; Surface Curve; Symmetric tensor; Tangent vectors; Tensor algebra; Tensor derivative; Third fundamental form; Torsion; Total curvature; Unit Vector; Vector space; Weingarten’s formula; Zero Vector;

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