Cyclic

Locally cyclic groups main A locally cyclic group is a group in which each finitely generated subgroup is cyclic.

Cyclic group orders Some numbers n are such that every group of order n is cyclic.

Cyclic redundancy checks (CRCs) main A cyclic redundancy check (CRC) is a non-secure hash function designed to detect accidental changes to digital data in computer networks; as a result, it is not suitable for detecting maliciously introduced errors.

Every cyclic group is virtually cyclic, as is every finite group.

For example, type I and type II cyclic-AMP dependent protein kinases have identical catalytic subunits but different regulatory subunits that bind cyclic AMP. citation Protein kinases Overview of signal transduction pathways.

In other words, any element in a virtually cyclic group can be arrived at by applying a member of the cyclic subgroup to a member in a certain finite set.

It is always cyclic or the product of two cyclic groups.

Methods of refrigeration Methods of refrigeration can be classified as non-cyclic, cyclic, thermoelectric and magnetic.

Phosphorylation by cAMP-dependent protein kinases Cyclic AMP-dependent protein kinases ( protein kinase A ) are activated by the signal chain coming from the G protein (that was activated by the receptor) via adenylate cyclase and cyclic AMP (cAMP).

Subgroups and notation main All subgroups and quotient groups of cyclic groups are cyclic.

The cyclic group (Z/pZ) × for a prime number p, is also written (Z/pZ) * because it consists of the non-zero elements of the finite field of order p. More generally, every finite subgroup of the multiplicative group of any field is cyclic.

The cyclic numbers include all prime numbers, but also include some composite numbers such as 15. However, except 2, all cyclic numbers are odd.

The cyclic reaction is similar to that of the non-cyclic, but differs in that it generates only ATP, and no reduced NADP (NADPH) is created.

The fundamental theorem of abelian groups states that every finitely generated abelian group is the direct product of finitely many finite primary cyclic and infinite cyclic groups.

The light-dependent reactions are of two forms: cyclic and non-cyclic.

Then an ideal I, or equivalently a module is a cyclic representation of R (cyclic meaning generated by 1 element as an R-module; this generalizes 1-dimensional representations).

The Scalar field undergoes a Dynamical Casimir effect during an adiabatic transition, this adiabatic transition is cyclic and satisfies the requirement of a cyclic adiabatic process.

This permutation could also be written as: : Permutations are also often written in cyclic notation (cyclic form) especially when the algebraic properties of the permutation are of interest.

Yeast tRNA cyclic phosphodiesterase cleaves the cyclic phosphodiester group to form a 2'-phosphorylated 3' end.

But never has this ‘global warming’ prevented the cyclic return of the ice.