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0 of 3 people found the following review helpful:
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An Introduction to differential geometry,
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This review is from: An Introduction To Differential Geometry - With The Use Of Tensor Calculus (Paperback)
The title pretty well speaks for its self, it's very excellent book covers systems of differential equations, the more detailed techniques can be found in A.R Forsyths Theory of Differential Equations.
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Inside This Book
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coordinate curves form, viewed from the enveloping space, isometric with the plane, isometric net, orthogonal coordinate net, geodesic correspondence, geodesic ellipses, skew helicoid, conformal correspondence, summed with respect, orthogonal net, conjugate net, right conoid, fundamental quadratic form, constant geodesic curvature, respective coordinate systems, pseudospherical surface, geodesic parallels, asymptotic lines, isometric surfaces, osculating plane, differential parameters, developable surface, central quadric, covariant components Browse Sample Pages:
Front Cover | Table of Contents | First Pages | Index | Surprise Me!
coordinate curves form, viewed from the enveloping space, isometric with the plane, isometric net, orthogonal coordinate net, geodesic correspondence, geodesic ellipses, skew helicoid, conformal correspondence, summed with respect, orthogonal net, conjugate net, right conoid, fundamental quadratic form, constant geodesic curvature, respective coordinate systems, pseudospherical surface, geodesic parallels, asymptotic lines, isometric surfaces, osculating plane, differential parameters, developable surface, central quadric, covariant components Browse Sample Pages:
Front Cover | Table of Contents | First Pages | Index | Surprise Me!
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