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ετυμολογία

weak interpretability - translation to ρωσικά

weak interpretability

математика

слабая интерпретируемость

weak interaction

FUNDAMENTAL INTERACTION RESPONSIBLE FOR BETA DECAY AND NUCLEAR FISSION

Weak force; Weak nuclear interaction; Weak decay; Weak interactions; Weak Interaction; Weak Force; Quantum flavordynamics; Flavordynamics; Weak nuclear force; Weak nuclear interactions; Weak Law of Action and Reaction; Weak-Nuclear Force; Weak Nuclear Force; Nuclear weak force; Flavodynamics; Weak Nuclear Forces; Wesak force; V-A theory; W boson exchange; V–A theory; V−A theory

['wi:kintə'rækʃ(ə)n]

общая лексика

слабое взаимодействие

физика

слабое бета-распадное взаимодействие

weak order

$A weak order on the set <math>\{a, b, c, d\}</math> where <math>a</math> is ranked below <math>b</math> and <math>c, b</math> and <math>c</math> are of equal rank, and <math>d</math> is ranked above <math>b</math> and <math>c</math> <br/>I) representation as a strict weak order <math>\,<\,</math> where <math>x < y</math> is shown as an arrow from <math>x</math> to <math>y</math>; <br/>II) representations as a total preorder <math>\,\leq,</math> shown using arrows; <br/>III) representation as an ordered partition, with the sets of the partition as dotted ellipses and the total order on these sets shown with arrows.$

GENERALIZATION OF TOTAL ORDERINGS ALLOWING TIES, AXIOMATIZED AS STRICT WEAK ORDERS, TOTAL PREORDERS, OR ORDERED PARTITIONS

Total preorder; Ordered partition of a set; Ordered partition; Strict weak order; Weak order; Strict weak ordering; Preferential arrangement; Transitivity of incomparability

математика

слабый порядок

Ορισμός

weak interaction

(also weak force)

¦ noun Physics a short-range interaction between particles which is very much weaker than the electromagnetic and the strong interactions and conserves neither strangeness, parity, nor isospin.

Εμφάνιση περισσότερων ορισμών

Βικιπαίδεια

Weak interpretability

In mathematical logic, weak interpretability is a notion of translation of logical theories, introduced together with interpretability by Alfred Tarski in 1953.

Let T and S be formal theories. Slightly simplified, T is said to be weakly interpretable in S if, and only if, the language of T can be translated into the language of S in such a way that the translation of every theorem of T is consistent with S. Of course, there are some natural conditions on admissible translations here, such as the necessity for a translation to preserve the logical structure of formulas.

A generalization of weak interpretability, tolerance, was introduced by Giorgi Japaridze in 1992.

https://en.wikipedia.org/wiki/Weak interpretability

Μετάφραση του &#39weak interpretability&#39 σε Ρωσικά