Приклади вживання Torus Англійська мовою та їх переклад на Українською
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Torus Knots.
Cycles on a torus.
On a torus, for example, it is possible to have a recurrent non-periodic orbit.
Wooden chandelier Torus.
A torus, one of the most frequently studied objects in algebraic topology.
Large radius of the torus 1m.
An enlarged version of the Torus chandelier, which looks very elegant and concise.
Wooden chandelier Torus MAXI.
However in this case, a torus shape, which can reach up to 66 cm in height.
On local perturbations of linear extensions of dynamical systems on a torus.
On a torus the Petersen graph can be drawn without edge crossings; it therefore has orientable genus 1.
Unlike the real sculpture, the in-game replica is a curved,white torus.
The torus is composed of three sections: an outer,"warm" torus that resides just outside Io's orbit;
Io orbits within a belt ofintense radiation known as the Io plasma torus.
Torus, called theconservatives, represented a large plot of aristocracy, the colonial merchants.
Description: SCP-1968 appears in its inactive state to be a bronze torus of unknown composition.
Every time you cover a torus with squares or triangles or anything like that, you're going to get zero.
On necessary conditions for the weakregularity of a linear extension of a dynamical system on a torus.
It is assumed that the torus is at the maximum voltage and is connected to the upper output of the coil.
We select some classes of linear extensions of dynamical systems on a torus for which weak regularity implies regularity.
And an inner,"cold" torus, composed of particles that are slowly spiraling in toward Jupiter.
We investigate the problem of preservation ofregularity of linear extensions of dynamic systems on a torus under perturbations.
To study similar variations within the plasma torus, researchers measure the ultraviolet light it emits.
If you take a second circle and you wrap it around that inner circle, keeping it perpendicular,you get what's called a torus.
The torus helps explain why objects known by different names actually are the same thing, just observed from a different perspective.”.
We investigate classes of linear extensions of dynamical systems on a torus for which the Lyapunov functions exist for an arbitrary flow on the torus.
The Stanford Torus was first proposed in a NASA Summer Study in 1975, held at Stanford University, in which possible designs for future space colonies were discussed.
In this model, the grid behaves like a torus of finite size with respect to wrapping, while still allowing itself to be extended indefinitely.
The Stanford Torus was proposed during the 1975 NASA Summer Study, conducted at Stanford University, with the purpose of speculating on designs for future space colonies.