Примери коришћења Is cyclic на Енглеском и њихови преводи на Српски
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Cyrillic
Human history is cyclic.
It is cyclic, just as our lives are! .
But the world is cyclic.
Epoxide is cyclic ether with a three-atom ring.
Every subgroup of G is cyclic.
The Auroral activity is cyclic and peaks every eleven years.
The nature of Time is cyclic.
In Hinduism, time is cyclic, consisting of cycles or"kalpas".
It follows that every subgroup of G is cyclic.
The group G is cyclic, and so are its subgroups.
A subgroup of a cyclic group is cyclic.
Thus,(Z/nZ)× is cyclic for n= 6, but not for n= 8, where it is instead isomorphic to the Klein four-group.
Every finite subgroup of the circle group is cyclic.
The group(Z/pZ)× is cyclic with p- 1 elements for every prime p, and is also written(Z/pZ)* because it consists of the non-zero elements.
Recall that every subgroup of a cyclic group is cyclic.
This group is cyclic, so all non-zero elements can be expressed as powers of a single element called a primitive element of the field(in general there will be several primitive elements for a given field.).
Bretschneider's formula works on any quadrilateral, whether it is cyclic or not.
It is known that(Z/nZ)× is cyclic if and only if n is 1 or 2 or 4 or pk or 2 pk for an odd prime number p and k≥ 1, in which case every generator of(Z/nZ)× is called a primitive root modulo n.
The direct product of two cyclic groups Z/n and Z/m is cyclic if and only if n and m are coprime.
Well, maybe the source of dark energy then was actually the same as the one now and the Universe is cyclic somehow.
The report in the journal Science aims to lay to rest the controversy over whether our solar system's star is cyclic, like other nearby, solar-type stars.
A positive integer n is square-free if and only if all abelian groups of order n are isomorphic, which is the case if andonly if any such group is cyclic.
Since any groupgenerated by an element in a group is a subgroup of that group,showing thatthe only subgroup of a group G that contains g is G itselfsuffices to show that G is cyclic.
Its Cayley table is This group has two nontrivial subgroups: J={0,4} and H={0,2,4,6},where J is also a subgroup of H. The Cayley table for H is the top-left quadrant of the Cayley table for G. The group G is cyclic, and so are its subgroups.
Molecule must be cyclic.
The molecule has to be cyclic.
The molecule must be cyclic.
Panic attacks are cyclic.
These symptoms are cyclic in occurrence.