Bishop's Move
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Using Bishop’s Card Reaching Task to Assess Hand Preference in 8- to 10-Year-Old Czech Children
Hand preference is one of the most apparent functional asymmetry in humans. Under contralateral control, performance is more proficient with the preferred hand; however, the difference between the two hands is greater in right handers, considering left handers generally display less cerebral lateralization. One method of evaluating hand preference is Bishop's card reaching task; however, inform...
متن کاملBishop’s Property (β), Svep and Dunford Property (c) ∗
If S, T ∈ B(H) have Bishop's property (β), does S + T have Bishop's property (β)? In this paper, a special case of this question is studied. Also given are a necessary and sufficient condition for a 2 × 2 operator matrix to have Bishop's property (β). Finally, the Helton class of an operator which has Bishop's property (β) is studied. 1. Introduction. Let B(H) be the algebra of all bounded line...
متن کاملA Weak Countable Choice Principle
A weak choice principle is introduced that is implied both by countable choice and by the law of excluded middle. This principle su ces to prove that metric independence is the same as linear independence in an arbitrary normed space over a locally compact eld, and to prove the fundamental theorem of algebra. 1 Bishop's principle Without appeal to the law of excluded middle, Bishop [1, Lemma 7,...
متن کاملRandomized clinical trial evaluating the frequency of membrane sweeping with an unfavorable cervix at 39 weeks
BACKGROUND Despite the widely accepted use of membrane sweeping to prevent postmaturity pregnancies, the optimal frequency for this procedure has not been established. AIM To determine if the frequency of membrane sweeping in women with an unfavorable cervix at term results in fewer labor inductions. METHODS This was a randomized trial of women with an unfavorable cervix (Bishop's score of ...
متن کاملBishop's Generalized Stone-weierstrass Theorem for the Strict Topology
1. Let X be a locally compact Hausdorff space, C(X)ß the locally convex topological vector space obtained from all bounded complex continuous functions on X by employing the strict topology [2]. The present note is devoted to a version of Bishop's generalized StoneWeierstrass theorem [l] applicable to certain subspaces of C(X)ß-, essentially it is a footnote to an earlier paper [4], in which a ...
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