“axioms”造句，怎麼用axioms造句

The axioms adopted by Euelid mere supposed to be self-evident truths.

theorems which are statements about the program inferred from the axioms.

Engineering Mechanics I (4 credits) Summary: Static mechanics: statics basic axioms, constraints and binding objects and trying to force analysis;

Mathematical models differ in an important aspect from other models: mathematics create, by defining axioms, a universe of their own.

One of the oldest axioms out there, but it's true: break the task into smaller chunks and tackle one at a time.

(logic) an attribute of a logical system that is so constituted that a contradiction arises if any proposition is introduced that cannot be derived from the axioms of the system.

"This axiomatic method has been the model for many systems of rational thought, even outside mathematics, for over 2,000 years. From 10 axioms and postulates, Euclid deduced 465 theorems, or propositions, concerning aspects of plane and solid geometric figures. "

These historical axioms must now be questioned.

My aunt is full of copy-book axioms.

The non-utilitarian arguments constitute moral axioms, like any ultimate ethical norms.

a space in which Euclid's axioms and definitions apply; a metric space that is linear and finite-dimensional.

The descriptive validity of subjective expected utility theory has been doubted all the time, more and more empirical research violates from the axioms of subjective expected utility theory.

Since we are doing an informal proof, I will not name the axioms we are using nor will I attempt to prove the intermediate theorems used to make the proof work.

A new series of separation axioms on L-topological spaces;

Fundamentals of analytical Chemistry are usually presented as a sum of chemical and physical foundations, laws, axioms and equations for analytical methods and procedures.

The basic principles include2 axioms and3 derivation principles.

Through discussing the separation axiom of topological space, we can get the relation-chain of separation axioms. Then the paper lists some examples which are not included in each separation axiom.

Mathematicians typically justify their fundamental axioms, in particular those of set theory, by informal appeals to the imagination.