نتایج جستجو برای: complements

تعداد نتایج: 12134  

Journal: :Volume 5 - 2020, Issue 7 - July 2020

Journal: :Journal of Clinical Investigation 2004

Journal: :Annales Henri Lebesgue 2022

We propose an approach to obtaining explicit estimates on the resolvent of hypocoercive operators by using Schur complements, rather than from exponential decay evolution semigroup combined with a time integral. present applications Langevin-like dynamics and Fokker–Planck equations, as well linear Boltzmann equation (which is also generator randomized Hybrid Monte Carlo in molecular dynamics)....

Journal: :Psychonomic bulletin & review 2001
S M Kennison

An eye tracking experiment was conducted in order to investigate the role of verb information in resolving structural ambiguity during sentence comprehension. Reading time was measured on sentences containing temporarily ambiguous noun phrases (e.g. "The athlete revealed the problem") that were continued as tensed sentence (S) complements or noun phrase (NP) complements. Ambiguous noun phrases ...

2006
Marina Botto Terence Cook Daniel Turnberg Margarita Lewis Jill Moss Yuanyuan Xu H. Terence Cook

2010
Matej Urbas Mateja Jamnik

Diagrams often complement sentential proofs in mathematics. However, diagrams are rarely used as standalone reasoning tools. Thus we propose to integrate diagrammatic reasoning with an existing sentential theorem prover, thus enabling so-called heterogeneous reasoning, particularly in real arithmetic. We will study a set of diagrammatic proof examples from which we will construct a diagrammatic...

2010

2. Problem 3.1.20. Let S be a subspace of Rn. Explain what (S⊥)⊥ = S means and why it is true. Answer: First, (S⊥)⊥ is the orthogonal complement of S⊥, which is itself the orthogonal complement of S, so (S⊥)⊥ = S means that S is the orthogonal complement of its orthogonal complement. To show that it is true, we want to show that S is contained in (S⊥)⊥ and, conversely, that (S⊥)⊥ is contained i...

2009
Genevieve Walsh

We show that all two-bridge knot and link complements are virtually fibered. We also show that spherical Montesinos knot and link complements are virtually fibered. This is accomplished by showing that such knot complements are finitely covered by great circle link complements.

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