answersLogoWhite

0


Best Answer

wedderburn's little theorem says all finite division rings are commutative so they are fields. So if it is a finite division ring, then the answer is NO

But for an infinite division ring... I think you can!

User Avatar

Wiki User

12y ago
This answer is:
User Avatar

Add your answer:

Earn +20 pts
Q: Can one formally define a division ring as a field that isn't necessarily commutative?
Write your answer...
Submit
Still have questions?
magnify glass
imp
Related questions

Define formally Turing-Decidable Problem?

define function formally and using f(x) notation


What are the division of science and its definition?

what are the division of science define each


What characteristics define plants of the division cycadophyta?

It is a cellnautroph


What does 634.2 in long division way?

634.2 is a single number. You need two numbers to define a division!


What is the registered logo for the western division of free will baptist?

Could you further define Western Division of Free Will Baptists.


Thick lines define the outer boundaries of a two dimensional form?

Not necessarily.


In the symbol AB the letter A represents a(n)?

Not necessarily. A represents anything which you define it to be.


What is the season in London England on September 30?

This date comes at the end of Summer or the beginning of Autumn (fall). We don't formally define when seasons start and end.


What is the difference between to charge and to prosecute?

To charge someone means to formally define the offense with which they are going to be prosecuted. Prosecution is the actual process of presenting the case against you in court.


What is singular possessive of word person?

The possessive form of the singular noun person is person's.Example: A person's job does not necessarily define that person.


Define Boolean Algebra?

Boolean algebra is a division of mathematics that deals with operations on logical values and incorporates binary variables.


How you define point?

You can define some things in terms of other things, but you will always need some starting point, something that is not formally defined. It makes sense to put "point" in this category. However, you can think of a point as an "object" that has zero length, zero width, and zero height.