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- Dictionaryweak/wēk/
adjective
- 1. lacking the power to perform physically demanding tasks; lacking physical strength and energy: "she was recovering from the flu and was very weak" Similar Opposite
- 2. liable to break or give way under pressure; easily damaged: "the salamander's tail may be broken off at a weak spot near the base"
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2 days ago · an attribute that is inadequate or deficient.
- Strong Point
strong point: 1 n an asset of special worth or utility...
- Strong Point
4 days ago · Weak AI, also known as Narrow AI, is designed to perform specific tasks without possessing consciousness, self-awareness, or genuine intelligence. Unlike its counterpart, Strong AI, which aims to replicate human cognitive abilities, Weak AI operates under a limited pre-defined range or context. Looking to learn more about Weak AI?
3 days ago · Definitions of weak-kneed. adjective. lacking will power or resolution. “the role of the dissenter is not for the weak-kneed ”. synonyms: irresolute. uncertain how to act or proceed.
1 day ago · Browse the Thesaurus. Make your writing more precise and effective with the Merriam-Webster Thesaurus. Our unique ranking system helps you find the right word fast—from millions of synonyms, similar words, and antonyms. An indispensable English language reference.
3 days ago · In many cultures, men who display qualities considered feminine are often stigmatized and labeled as weak. [8] Effeminate men are often associated with homosexuality, [102] [103] although femininity is not necessarily related to a man's sexual orientation. [104]
1 day ago · Introduction Lipodystrophy can cause poor glycemic control in addition to cosmetic problems in children and adolescents with type 1 diabetes mellitus. However, data on its prevalence and associated factors is scarce among children and adolescents who live in developing countries like Ethiopia. Objective To determine the prevalence and identify associated factors of lipodystrophy in children ...
3 days ago · The Weak Galerkin finite element method, introduced by Wang and Ye in [ 54] for second-order elliptic problems, is a novel numerical technique for PDEs that approximates differential operators in the variational formulation using a framework that mimics the theory of distributions for piecewise polynomials.