Examples of using Theorems in English and their translations into Ukrainian
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Each of these theorems is.
These theorems are often called the Riesz- Schauder theorems.
Relation to min-max theorems.
Central limit theorems for independent sequences.
They contrast with"constructive" existence theorems.
Functional limit theorems for perturbed random walks.
In classical logic, both P→¬¬P and also¬¬P→ P are theorems.
The theorems of Euclidean geometry are true if we are talking about a space with zero curvature.
Admissible rules can be thought of as theorems of a proof system.
The theorems of Euclidean geometry are true if we are talking about a space with zero curvature.
A mathematician is a person who can find analogies between theorems;
For instance, Gödel showed that all theorems from intuitionistic logic have an equivalent theorem in the classical modal logic S4.
Natural laws belonging to this level may be called life theorems.
In terms of algorithms, purely theoretical existence theorems bypass all algorithms for finding what is asserted to exist.
The most famous result in the field is encapsulated in Gödel's incompleteness theorems.
They try to oppose to the theorems of economics an appeal to documents allegedly proving things incompatible with these theorems.
The set of well-formedformulas may be broadly divided into theorems and non-theorems.
Most of the classical identities are only theorems of intuitionistic logic in one direction, although some are theorems in both directions.
And from them he proved,he deduced other statements or"propositions"(these are sometimes called"theorems").
It is oftenasserted that the laws of nature are proven theorems, but we have to emphasize that the laws of nature cannot be proved!
The original and the most important application of Shannon's informationtheory is given by the two socalled encoding theorems[S7].
Forty-six preliminary definitions, together with several important preliminary theorems, must be mastered before the main results are reached"(p. 68).
A logical system must be consistent andfree of contradictions because it implies the coexistence of all its parts and theorems.
The theorems attained by correct praxeological reasoning are not only perfectly certain and incontestable, like the correct mathematical theorems.
For Metzinger, the classical vision had been an incomplete representation of real things, based on an incomplete set of laws,postulates and theorems.
These results are sometimes also called PCP theorems because they can be viewed as probabilistically checkable proofs for NP with some additional structure.
For my own pleasure, I often study functional programming languages, for example, Haskell, and formal languages, for example,to prove theorems- Coq.
First-order logic also satisfies several metalogical theorems that make it amenable to analysis in proof theory, such as the Löwenheim- Skolem theorem and the compactness theorem.
Some authors have raised the rather shallow question how apraxeologist would react to an experience contradicting theorems of his aprioristic doctrine.