convex

[kon´veks]

having a rounded, somewhat elevated surface.

con·vex

(kon'veks, kŏn-veks'),

Applied to a surface that is evenly curved outward, the segment of a sphere.

[L. convexus, vaulted, arched, convex, fr. con-veho, to bring together]

Farlex Partner Medical Dictionary © Farlex 2012

con·vex

(kon-veks')

Applied to a surface that is evenly curved outward, as the segment of a sphere.

[L. convexus, vaulted, arched, convex, fr. con-veho, to bring together]

Medical Dictionary for the Health Professions and Nursing © Farlex 2012

convex

Having a surface curved like the exterior of a sphere. See converging lens; convex mirror.

con·vex

(kon'veks)

Denotes surface evenly curved outward, segment of a sphere.

[L. convexus, vaulted, arched, convex, fr. con-veho, to bring together]

Medical Dictionary for the Dental Professions © Farlex 2012

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References in periodicals archive

Catlin will serve as chairman and chief executive officer of Convex, while Brand will be deputy CEO.

Back in Business: Stephen Catlin has teamed with Paul Brand to launch Convex Group, the "largest ever" insurance startup with $1.8 billion in initial capital

The invested capital comes from the Convex management team, Onex Partners V, Onex Corp.'s (TSX: ONEX) large-cap private equity fund, PSP Investments and a consortium of co-investors.

Industry Veterans Catlin and Brand Launch Specialty Bermuda Re/Insurer Convex Group

Coloplast added that with the addition of SenSura Mio Convex Flip, it continues to build out its ostomy SenSura Mio portfolio to meet more people's needs.

Coloplast's new SenSura Mio Convex Flip ostomy product available in US

As usual, to get a convex or convex-concave solution of [P.sub.[lambda](0,b)], we use the shooting technique which consists of finding the values of a parameter [subset] [greater than or equal to] 0 for which the solution of (1) satisfying the initial conditions f(0) = a, f'(0) = b, and f"(0) = [subset] exists on [0, +[infinity]) and is such that f'(t) [right arrow] [lambda] as t [right arrow] +[infinity].

On the Convex and Convex-Concave Solutions of Opposing Mixed Convection Boundary Layer Flow in a Porous Medium

If h and g are analytic in E, h is convex in E and if f = h + [bar.g] is locally univalent in E, then the function f = h + [bar.g] is locally one-to-one, sense-preserving, and close-to-convex harmonic in E.

Close-to-Convexity of Convolutions of Classes of Harmonic Functions

But f is not preinvex with respect to [[eta].sub.1] and it is not convex (consider x = 0, y = 2, and [lambda] > 0).

Hermite-Hadamard-Fejer Inequality Related to Generalized Convex Functions via Fractional Integrals

It should be noted that a formal definition for coordinated convex functions is stated as follows.

Hermite-Hadamard Type Integral Inequalities for Functions Whose Second-Order Mixed Derivatives Are Coordinated (s, m)-P-Convex

Suppose now X is a locally convex topological vector space and X* its dual space.

AN EXTREME POINT THEOREM ON HYPERSPACE

For the concepts on our abstract convex spaces, KKM spaces and the KKM classes KC, KD, we follow [46] with some modifications and the references therein:

ON VARIOUS MULTIMAP CLASSES IN THE KKM THEORY AND THEIR APPLICATIONS

In the process of natural evolution, the reptile, such as lizard, dung beetle, and pangolin, has its special body surface morphology, which is classified into five types: groove, rib, scale, convex, and concave according to different shapes.

Effect of Nonsmooth Nose Surface of the Projectile on Penetration Using DEM Simulation