Примеры использования Nontrivial на Английском языке и их переводы на Русский язык
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What do we mean by"nontrivial"?
Every nontrivial linearly ordered group is infinite.
Then tie up the solid torus into a nontrivial knot.
Let G is nontrivial finite group of homogeneous automorphisms IX.
Suppose X{\displaystyle X}is a nontrivial module.
To develop nontrivial programs you're going to have to infringe patents of IBM's.
This may also be referred to as nontrivial work on the part of the user.
In knot theory, a branch of mathematics, the trefoil knot is the simplest example of a nontrivial knot.
All such problems for nontrivial properties are NP-hard.
If a correlation φ is not a polarity then φ2 is a nontrivial collineation.
In particular, SL(2,R)has no nontrivial finite-dimensional unitary representations.
For a subnormal series,the length is the number of nontrivial factor groups.
Exterior is expressive and nontrivial- competition between physicality and elegance.
Client's trust will reward you with interesting and nontrivial assignments;
Is there a nontrivial knot with Jones polynomial equal to that of the unknot?
The table below shows all possible nontrivial linear spaces of five points.
The simplest nontrivial example is the(2,3)-torus knot, also known as the trefoil knot.
This group and the center{±1}are the only nontrivial normal subgroups.
It becomes a nontrivial task to make them user-friendly, functional and outstanding.
In general, many or all members of P{\displaystyle P}can be nontrivial modules.
Even the occasional patent whose idea is nontrivial has the same sort of added complication.
The absence of nontrivial homogeneous invariant Ricci solitons on fourdimensional Lie groups is proved.
The paper is devoted to founding of various nontrivial estimates of the concentration function.
The second nontrivial solutions have been defined for the equation+ =X2 Y2 Z2 and equation- =x2 Ay2 1 in whole numbers.
The Slothouber-Graatsma puzzle is regarded as the smallest nontrivial 3D packing problem.
A nontrivial graph is a cactus if and only if every block is either a simple cycle or a single edge.
A system of homogeneous linear equations,the condition of existence of nontrivial solutions.
Thus, the existence of any nontrivial modules implies the existence of nontrivial modular partitions.
More generally, any one-dimensional representation is irreducible by virtue of having no proper nontrivial subspaces.
It can be shown that, for nontrivial irreducible incidence matrices, flow equivalence is completely determined by the Parry-Sullivan number and the Bowen-Franks group.