Weak

(redirected from weakly)
Also found in: Dictionary, Thesaurus, Medical, Encyclopedia.

Weak

Farlex Financial Dictionary. © 2012 Farlex, Inc. All Rights Reserved
References in periodicals archive ?
and Louise (Wooters) Weakly. He served in the United States National Guard and was a farmer.
The test results for the permeability of weakly cemented mudstone and shaly grit-stone during the process of complete stress-strain are shown in Figure 2.
The optimality conditions and duality results are also presented under fuzzy weakly univex functions.
Let [[OMEGA].sub.E] be the collection of all nonempty bounded subsets of E, and let [W.sub.E] be the subset of [[OMEGA].sub.E] consisting of all weakly compact subsets of E.
An operator T [member of] B[H] is strongly stable or weakly stable if the H-valued power sequence [{[T.sub.n]x}.sub.n[greater] than or equal to]0 converges strongly (i.e., in the norm topology) or weakly to zero for every x [member of] H.
Staines Town FC, Robert WaltonAshfordManor Golf Club and Sunbury Cricket Club are all based in "weakly performing" areas, according to the assessment.
Key words: mathematics, Banach operator ideals, completely continuous operators, weakly compact operators, weakly [infinity]-compact operators.
A set [GAMMA] [??] B(X) is weakly hypercyclic (weakly supercyclic) if there exists a vector x [member of] X such that O(x,[GAMMA]) = {Tx : T [member of] [GAMMA]} (C.O(x, [GAMMA]) = [[lambda]Tx : T [member of] [GAMMA], [lambda] [member of] C}) is a weakly dense subset of X.
We introduce the notions of weakly completely 2-absorbing fuzzy ideal and weakly completely 2-absorbing primary fuzzy ideal, which is a weakened status of the 2-absorbing fuzzy ideals and 2absorbing primary fuzzy ideal, respectively.
To overcome the above mentioned problems, we propose an object classification method based on weakly supervised E2LSH and saliency map weighting.
Lee [12] defined weakly relaxed [alpha]-semipseudomonotone set-valued variational-like inequalities and generalize the result of Fang and Huang [4].
An element a + bI of neutrosophic AG-groupoid N(S) is called a weakly regular element of N(S] if there exist ([x.sub.1] + [x.sub.2]I), ([y.sub.1] + [y.sub.2]I) [member of] N(S) such that a + bI = [(a + bI) ([x.sub.1] + [x.sub.2]I)][(a + bI) ([y.sub.1] + [y.sub.2]I)] and N(S) is called weakly regular if all elements of N(S) are weakly regular.