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Title of Journal: Sib Math J

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Abbravation: Siberian Mathematical Journal

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Springer US

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DOI

10.1016/0022-4596(70)90067-8

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1573-9260

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On the subspace Emphasis Type="Italic"L/Emphasi

Authors: V Yu Gubarev
Publish Date: 2009/06/12
Volume: 50, Issue: 3, Pages: 395-404
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Abstract

We take the exterior power ℝ4 ∧ ℝ4 of the space ℝ4 its mth symmetric power V = S m ∧2ℝ4 = ℝ4 ∧ ℝ4 ∨ ℝ4 ∧ ℝ4 ∨ ∨ℝ4 ∧ ℝ4 and put V 0 = Lx ∧ y∨ ∨x ∧ y x y ∈ ℝ4 We find the dimension of V 0 and an algorithm for distinguishing a basis for V 0 efficiently This problem arose in vector tomography for the purpose of reconstructing the solenoidal part of a symmetric tensor field

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  1. The hypercentral structure of the group of unitriangular automorphisms of a free metabelian Lie algebra
  2. On smoothness of a fundamental solution to a second order hyperbolic equation
  3. An analog of Wald’s identity for random walks with infinite mean
  4. Σ-definability of uncountable models of c -simple theories
  5. Locally nilpotent groups containing an element that commutes with only finitely many of its conjugates
  6. Some morphisms of modules over the ring of pseudorational numbers
  7. Diagonals of the laurent series of rational functions
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