Expressions - Collocations of the word " axiom "
| accept axiom | 1) If one accepts the axiom of choice, the answer is yes. 2) There is no axiom accepted by science that forbids scientific inquiry into origin questions. more accept axiom sentences |
| additional axiom | 1) The final step derived Einstein's equations from the weakest possible set of additional axioms. 2) A topos can also be considered as a specific type of category with two additional topos axioms. more additional axiom sentences |
| add axiom | 1) One can add further axioms restricting the dimension or the coordinate ring. 2) adding axioms to "K" gives rise to other well-known modal systems. more add axiom sentences |
| assume axiom | 1) I do assume the axioms, and I do assume existence. 2) Or, does the objector assume the axioms as well. more assume axiom sentences |
| basic axiom | 1) It has been a basic axiom that successful FID programs are real partnerships. 2) Applying it in discussion where basic axioms are in dispute, is another story. more basic axiom sentences |
| call axiom | 1) This property is called the normalisation axiom. 2) This sentence is called the second-order induction axiom. more call axiom sentences |
| certain axiom | 1) This selection will be subject to certain axioms, stated below. 2) This approach also adds certain axioms about equality to the deductive system employed. more certain axiom sentences |
| comprehension axiom | 1) Second-order semantics eliminates the need for the comprehension axiom, because these semantics imply that every possible set exists. 2) This holds because the set of comprehension axioms is a computable set (i.e., a recursive set). more comprehension axiom sentences |
| Euclid axiom | 1) Leibniz's improvement of Euclid's axiom contains the same concept. 2) Euclid's fifth axiom 6 of geometry is illustrated in the diagram below. more Euclid axiom sentences |
| follow axiom | 1) Different equality axioms are followed by state holders. 2) The two dogmas are jointly encapsulated in the following axiom. more follow axiom sentences |
| fundamental axiom | 1) Nulle terre sans seigneur was one of the fundamental axioms of feudalism. 2) Schleiermacher had no doubts about it: it was the fundamental axiom of his whole system. more fundamental axiom sentences |
| group axiom | 1) Thus a group homomorphism respects all the structure of "G" provided by the group axioms. 2) With the proper generalization of the group axioms this gives rise to an "n"-ary group. more group axiom sentences |
| induction axiom | 1) This sentence is called the second-order induction axiom. 2) induction axioms are also implicit, and are needed only to prove program properties. more induction axiom sentences |
| logical axiom | 1) Thus non-logical axioms, unlike logical axioms, are not "tautologies". 2) We fix some axiomatization of the predicate calculus: logical axioms and rules of inference. more logical axiom sentences |
| old axiom | 1) I didn't know the old horse players' axiom "don't make mind bets. 2) This case is one which emphatically supports the old axiom: 'Prevention is better than cure'. more old axiom sentences |
| Peano axiom | 1) The Peano axioms contain three types of statements. 2) The Peano axioms can also be understood using category theory. more Peano axiom sentences |
| require axiom | 1) Not every situation requires the axiom of choice. 2) However, specifying an isomorphism requires the axiom of choice. more require axiom sentences |
| satisfy axiom | 1) These meet and join operations satisfy the axioms defining a lattice. 2) One can check that all field axioms are satisfied . more satisfy axiom sentences |
| use axiom | 1) Then use all three axioms of a stochastic set. 2) Gudykunst uses 47 axioms as building blocks for the theorems of AUM. more use axiom sentences |
| ZFC axiom | 1) There are many equivalent formulations of the ZFC axioms. 2) Metamath version of the ZFC axioms – A concise and nonredundant axiomatization. more ZFC axiom sentences |
| axiom of choice | 1) The proof needs the axiom of choice. 2) Not every situation requires the axiom of choice. more axiom of choice sentences |
| axiom | 1) Many mathematical axioms are based upon recursive rules. 2) Different equality axioms are followed by state holders. more axiom sentences |
Expressions with the word axiom
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