set theory en el diccionario francés Oxford-Hachette

Traducciones de set theory en el diccionario inglés»francés

theory [ingl. brit. ˈθɪəri, ingl. am. ˈθɪri] SUST.

I.set [ingl. brit. sɛt, ingl. am. sɛt] SUST.

1. set (collection):

jeu m
a set of bills COM., FIN.

II.set [ingl. brit. sɛt, ingl. am. sɛt] ADJ.

1. set (fixed) atrbv.:

III.set <part. pres. setting, pret. imperf., part. pas. set> [ingl. brit. sɛt, ingl. am. sɛt] V. trans.

1. set (place, position):

4. set (adjust):

IV.set <part. pres. setting, pret. imperf., part. pas. set> [ingl. brit. sɛt, ingl. am. sɛt] V. intr.

set theory en el diccionario PONS

Traducciones de set theory en el diccionario inglés»francés

theory <-ies> [ˈθɪəri, ingl. am. ˈθi:ə-] SUST.

locuciones, giros idiomáticos:

inglés americano

Ejemplos monolingües (no verificados por la redacción de PONS)

inglés
This naturally led to attempts to apply the tools of descriptive set theory to classification problems in ergodic theory.
en.wikipedia.org
In this program, formal theories of arithmetic or set theory are assigned ordinal numbers that measure the consistency strength of the theories.
en.wikipedia.org
Through exercises, the reader learns to apply the method to prove logical independence results in set theory.
en.wikipedia.org
The discovery of paradoxes in informal set theory caused some to wonder whether mathematics itself is inconsistent, and to look for proofs of consistency.
en.wikipedia.org
In set theory, chevrons or parentheses are used to denote ordered pairs and other tuples, whereas curly brackets are used for unordered sets.
en.wikipedia.org
At present, it concentrates on papers devoted to set theory, mathematical logic, topology and its interactions with algebra, and dynamical systems.
en.wikipedia.org
Instead, it tries to be intelligible to someone who has never thought about set theory before.
en.wikipedia.org
This is not just a pedantic claim; there are also mathematical hierarchies which are not describable using set theory.
en.wikipedia.org
Accepting only the axiom schema of specification was the beginning of axiomatic set theory.
en.wikipedia.org
The point of the theory is to give first-order logic the power of set theory, but without any existential commitment to such objects as sets.
en.wikipedia.org

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