Sentence examples for exterior powers from inspiring English sources

Exact(1)

We've made some strides in recognizing and supporting the efforts of girls, but we still have a long way to go to ensure that all girls will grow up in a safe and encouraging world, where their opportunities are limitless and they're valued as who they are as individuals (and not relative to how "useful" they are to exterior powers).

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Ms. Baldwin had the interior repainted and the exterior power washed, brought in some area rugs and made several other decorating changes.

Let (wedge^{k} E) denote the kth exterior power of the cotangent bundle.

Let be the th exterior power of the cotangent bundle and be the space of smooth -forms on.

Let be the th exterior power of the cotangent bundle, and let be the space of smooth -forms on and has generalized gradient.

Let ∧ l M be the l th exterior power of the cotangent bundle, C ∞ ( ∧ l M ) be the space of smooth l-forms on M and W ( ∧ l M ) = { u ∈ L loc 1 ( ∧ l M ) : u  has generalized gradient }.

Let ∧ l M be the l-th exterior power of the cotangent bundle, C∞ ∧ l M) be the space of smooth l-forms on M and W ( ∧ l M ) = { u ∈ L l o c 1 ( ∧ l M ) : u has generalized gradient}.

Since (Xwedge Y) is an element of the vector space of anti-symmetric contravariant two tensors (wedge^{2}S TM)) which is also known as the second exterior power of (S TM)) [52], any element of (S TM oplus_{mathrm{orth}} S TM /operatorname{SL}(2,mathbb{R})) can be considered as an element of (wedge^{2}S TM)) satisfying PiwedgePi=0 (21) for all (Piinwedge^{2}S TM)).

Assume that (wedge^{l} Omega) is the lth exterior power of the cotangent bundle, (C^{infty}(wedge^{l} Omega)) is the space of smooth l-forms on Ω and (mathcal{W}(wedge^{l} Omega)= {u in L^{1}_{mathrm{loc}}(wedge^{l} Omega):umbox{ has generalized gradient}}).

L p (E, ∧ k ) is a Banach space equipped with norm ∥ ω ∥ p, E = ( ∫ E | ω ( x ) | p d x ) 1 / p = ( ∫ E ( ∑ I | ω I ( x ) | 2 ) p / 2 d x ) 1 / p. Let D be a bounded convex domain in ℝ n, n ≥ 2, and C∞ (∧ k D) be the space of smooth k-forms on D, where ∧ k D is the k th exterior power of the cotangent bundle.

You feel the desperation, the loss and the dependency of some kind of exterior power to guide him towards the right direction.

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