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complementary subspaces造句

例句與造句

  1. For Banach spaces, a one-dimensional subspace always has a closed complementary subspace.
  2. A given direct sum decomposition of X into complementary subspaces still specifies a projection, and vice versa.
  3. The Hodge index theorem says that the subspace spanned by " H " in " D " has a complementary subspace on which the intersection pairing is negative definite.
  4. It follows from the above conditions that, in the tangent space of an arbitrary point in " E ", the lifts " X " * span a two-dimensional subspace of "'horizontal "'vectors, forming a complementary subspace to the vertical vectors.
  5. I was wondering if anyone could perhaps point me to a ( simple-ish if possible please ! ) proof, or explain one to me, that 2 same-dimensional subspaces of a finite-dimensional vector space have a common complementary subspace-I've been staring at my page for about an hour or so now and as the time of day would suggest I'm getting nowhere-I previously managed to show that for any subspace U \ subset \ mathbb { F } ^ n, there is a subset I \ subset { 1, \, 2 \, . . . n } for which the subspace W = is complementary to U in \ mathbb { F } ^ n ( this is part ii, that was part i ! ), but I'm not sure to what extent that's related.
  6. It's difficult to find complementary subspaces in a sentence. 用complementary subspaces造句挺難的

相鄰詞匯

  1. "complementary structure"造句
  2. "complementary submatrix"造句
  3. "complementary submodule"造句
  4. "complementary subset"造句
  5. "complementary subspace"造句
  6. "complementary surface"造句
  7. "complementary symmetry"造句
  8. "complementary symmetry circuit"造句
  9. "complementary symmetry mos array"造句
  10. "complementary system"造句
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