CONVEX


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AcronymDefinition
CONVEXConvoy Exercise
CONVEXConfined Vessel Experiments
References in classic literature ?
It was the first time Franz had ever seen a guillotine, -- we say guillotine, because the Roman mandaia is formed on almost the same model as the French instrument.* The knife, which is shaped like a crescent, that cuts with the convex side, falls from a less height, and that is all the difference.
And the winds and sunbeams with their convex gleams,
Of what use is genius, if the organ is too convex or too concave and cannot find a focal distance within the actual horizon of human life?
WNS (Holdings) Limited (WNS) (NYSE: WNS), a provider of global Business Process Management (BPM) services, announced on Tuesday a strategic contract win with the newly formed Convex Group Limited, an international specialty (re)insurer based in the UK and Bermuda led by renowned insurance leaders Stephen Catlin and Paul Brand.
Convex, an international specialty insurance and reinsurance company, will focus on complex specialty risks across a diversified range of business lines in London and Bermuda.
Convex launches with $1.8bn of initial committed funds and has received regulatory approval to operate in London and Bermuda.
Insurance industry experts Stephen Catlin and Paul Brand announced they have launched an international specialty insurer and reinsurer, Convex Group Ltd.
Zaun Gemini, the fencing chosen, comes in four curved toppings - wave, convex, concave and surf.
Medical device company Coloplast A/S (CPH:COLOB), a provider of medical devices and services related to ostomy, urology, continence and wound care, announced on Tuesday the availability of the new SenSura Mio Convex Flip in the US.
(i) [P.sub.1(0,b)] has no convex solution for any [beta] < 0 and each [epsilon] [less than or equal to] [[epsilon].sub.*].
Ruscheweyh and Sheil-Small [5] proved that the Hadamard product or convolution of two analytic convex functions is also convex analytic and that the convolution of an analytic convex function and an analytic close-to-convex function is close-to-convex analytic in the unit disk E.
If for every x, y [member of] I we need that x should be an end point of the path, then I reduces to a convex set.