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topic entry on vectors |
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Cross-references: Pauli matrices, matrix groups, Lie bracket, commutators, the connection between Lie groups and Lie algebras, singular value decomposition, decomposition, canonical, Jordan blocks, invariant subspaces, minimal polynomials, characteristic, eigenvectors, eigenvalues, category, K-theory, linear extension, theory, representation, simplex method, linear programming, structures, spinors, connections, vector bundles, algebra, projective geometry, quaternions, Clifford algebra, Grassmann algebra, exterior, bivectors, covectors, linear functionals, rotations, Reynolds transport theorem, regions, connected, Jacobians, motion of continuum, Lagrangian, vector fields, transformation, alternate characterization of curl, theorem, circulation and vorticity, Stokes theorem, Green theorems, solid angle, Gauss theorem, differentiation, differential forms, tensors, line integral, Helmholtz decomposition, lamellar field, irrotational field, curl, vector potential, solenoidal field, divergence, scalar, gradient, Frenet-Serret equations, Frenet frame, planes, normal plane, osculating plane, binormal, spherical coordinates, polar coordinates, cylindrical coordinates, nabla, norm, properties, derivative, function, real, solution, linear systems, linear mappings, determinants, matrices, distance of non-parallel lines, triple cross product, prism, volume, triple scalar product, parallelogram, parallelism, cross product, dot product, direction cosines, unit vector, position vector, coordinate vector, basis, coordinates, median of trapezoid, common point of triangle medians, mid-segment theorem, applications, difference of vectors, median vector, parallelogram principle, vector space, vector
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This is version 28 of topics on vectors, born on 2006-04-07, modified 2009-09-20.
Object id is 7804, canonical name is TopicsOnVectors.
Accessed 4823 times total.
Classification:
| AMS MSC: | 53A45 (Differential geometry :: Classical differential geometry :: Vector and tensor analysis) |
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Pending Errata and Addenda
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