Exemplos de uso de Is convex em Inglês e suas traduções para o Português
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This polygon is convex.
The bone is convex externally and concave internally.
Check whether this polygon is convex.
The outer blade is convex and finished by hand;
Trivially, the empty set is convex.
Perfect stone is convex, create pocket air between stone and water, bounce more.
Test whether a given polygon is convex.
Initially, the cap is convex with an involute margin, flattening out with age.
In side view, the upper and back margins are straight, butthe front margin is convex.
The overall form of the beetle is convex, glossy, dark brown or black with some markings possible.
The top side is slightly concave where your finger sits while the bottom surface is convex.
This is true if the curve is convex or piecewise smooth and in other special cases.
Every polygon inscribed in a circle(such that all vertices of the polygon touch the circle),if not self-intersecting, is convex.
Although each of these minimization steps is convex, the joint convexity is not guaranteed.
Therefore the linear approximation to natural tetration is the only solution of the equation formula_94 and formula_95 which is convex on formula_96.
Since the dual problem is convex but nonsmooth, specialized optimization algorithms need to be employed.
We show that the closures of the preferred sets are usually star shaped andwhen the e ective domain is convex these sets are also convex. .
The longitudinal profile of the river is convex when observed from above, revealing the presence of substantial geologic controls.
The sign is seen in the right lung as a distorted minor fissure, whose lateral aspect is concave inferiorly andwhose medial aspect is convex inferiorly.
The longitudinal profile of the Upper Paraguay river is convex when observed from above, revealing the presence of substantial geologic controls.
The grate is convex with circular openings between the upper chamber and the ash collector, which is almost cylindrical with an oval opening and flat base.
In both cases, we assume that the vector of objective functions is convex and has at least one of their objective functions is coercive.
If the preference set is convex, then the consumer's set of optimal decisions is a convex set, for example, a unique optimal basket or even a line segment of optimal baskets.
In the cr problem, given a graph g and a coloring of its vertices, we want to find a recoloring that is convex and minimizes the number of recolored vertices.
A differentiable function of one variable is convex on an interval if and only if its derivative is monotonically non-decreasing on that interval.
Formula_9 is the"utility function",which is concave for the risk-averse agent, is convex for the risk-prone agent, and is linear for the risk-neutral agent.
A differentiable function of one variable is convex on an interval if and only if the function lies above all of its tangents: f( x)≥ f( y)+ f′( y)( x- y){\displaystyle f(x)\geq f( y)+ f'( y)( x-y)} for all x and y in the interval.
Unlike a typical alluvial river,the longitudinal profile of the Upper Paraguay river is convex when observed from above, revealing the presence of substantial geologic controls.
A twice differentiable function of one variable is convex on an interval if and only if its second derivative is non-negative there; this gives a practical test for convexity.
We say that a vertex coloring of a graph g is convex if, for each assigned color d, the vertices of g with color d induce a connected subgraph.