Examples of 'axioms' in a sentence
Meaning of "axioms"
Axiom (noun) - A statement or proposition that is regarded as self-evidently true
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- plural of axiom
How to use "axioms" in a sentence
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axioms
Axioms of projective plane and projective space.
The naming of the axioms often varies.
Other axioms describe properties of set membership.
It is here we find the axioms of our profession.
The axioms can be combined to derive theorems.
These rules of the game are called axioms.
The axioms will describe their behaviors.
Hyperbolic geometry is defined by axioms and postulates.
The two axioms of serial killer behavior.
Similarly with the higher axioms of infinity.
The axioms come in two groups of three.
They are closely related to large cardinal axioms.
Axioms for lattices and boolean algebras.
Definitions and axioms of extensionality and pairing.
Axioms are hypotheses that do not need to be proved.
See also
Philosophy has no axioms such as exist in mathematics.
Axioms are statements that are now accepted to be true.
Menger did not suggest his own axioms.
These axioms are all first order statements.
This is the weakest of the separation axioms.
Certain axioms of construction are now clearly established.
All theorems are derived from axioms.
These axioms are not as useless as they seem.
So it remains to verify the three axioms of a group.
Postulates or axioms are statements accepted without proof.
These viewpoints emerge from fundamental axioms.
Both of these axioms do not require any proof.
But there are other causes of certain axioms or.
You call these the axioms or the postulates.
Economics is currently based upon false axioms.
These axioms are still in common use to this day.
In that phrase there are at least three axioms.
His own axioms preclude the very possibility.
Theology is subject to certain basic principles or axioms.
The axioms include a schema of induction.
Many philosophers have questioned the axioms.
Thus all axioms are considered theorems.
This approach is founded on three axioms.
The axioms can be represented as trees.
Hence all group axioms are fulfilled.
Those axioms are formally similar to the monoid axioms.
The three preceeding axioms are clear on this point.
The axioms defining a biordered set are quite complicated.
People need these axioms in order to feel good.
The axioms for a group are short and natural.
Further in a logical language with axioms and rules of.
These axioms define the theory of an infinite set.
These conditions are examples of separation axioms.
It has a number of axioms that characterize its behavior.
Axioms are the foundation of all reasoning.
