Приклади вживання Is convex Англійська мовою та їх переклад на Українською
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This polygon is convex.
The pest body is convex, oval, 7-11 cm long, and 4-7 cm wide.
Check whether this polygon is convex.
The glass is convex, ten inches thick, which accounts for the magnifying effect.
Test whether a given polygon is convex.
If it is convex, then what is the owner to love to chat without ceasing.
Also it is sometimes said that in this case the function graph is convex up.
Since the closure of C is convex, the line segment from d to c lies entirely in the closure of C.
If in some neighborhood of the point all the points of the curve graph of a function(except for the points) lie above the tangent line, then we say that the curve(function)at the point is convex(more precisely, strictly convex). .
If the regularization function R is convex, then the above is a convex problem.
The curve is convex to the origin as shown assuming the consumer has a diminishing marginal rate of substitution.
Form of the cap of the young mushroom is convex, Mature- funnel. The bottom of the cap plate.
A set K of Rn is convex if, for each pair of distinct points a, b in K, the closed segment with endpoints a and b is contained within K.
Where the objective function f{\displaystyle f} is convex, as is the feasible set C{\displaystyle C}.
This set is convex because the sublevel sets of convex functions are convex, affine sets are convex, and the intersection of convex sets is convex. .
He had created a wooden base that actually is convex and mimics the mirror itself, which just heightens the effect.
A set S is convex if for all members x, y∈ S{\displaystyle x, y\in S} and all θ∈[ 0, 1]{\displaystyle\theta\in[0,1]}, we have that θ x+( 1- θ) y∈ S{\displaystyle\theta x+(1-\theta)y\in S}.
It is also necessary to make cross-slope of the track is convex, in order that the water flowed into the ground.
If in some neighborhood of the point all the points of the curve graph of a function(except for the points) lie above the tangent line, then we say that the curve(function)at the point is convex(more precisely, strictly convex). .
The carpal bones that make up the wrist form an arch which is convex on the dorsal side of the hand and concave on the palmar side.
When the function F{\displaystyle F} is convex, all local minima are also global minima, so in this case gradient descent can converge to the global solution.
Every local minimum is a global minimum; the optimal set is convex; if the objective function is strictly convex, then the problem has at most one optimal point.
It follows that the gamut of colors must be convex in shape.
The scales are convex, so with the right lighting it seems that the fishis covered with small pearls.
Thus we have proved that if the turning angle is not monotone,the curve cannot be convex.
Four of the sides were planes, while the two remaining sides,situated in front of each other, were convex.
The total amount of colors must be convex in shape and all the colors that can be formed by mixing these sources are found inside the triangle which is formed by the source points as shown below.
It is important for the loss function to be convex.[5].
This polygon is not convex.
In the convex hull of the red set, each blue point is a convex combination of some red points.