Theorems
- Knaster–Tarski theorem (sometimes referred to as Tarski's fixed point theorem)
- Tarski's undefinability theorem
- Tarski–Seidenberg theorem
- Some fixed point theorems, usually variants of the Kleene fixed-point theorem, are referred to the Tarski–Kantorovitch fixed–point principle or the Tarski–Kantorovitch theorem although the use of this terminology is limited.
- Tarski's theorem
Read more about this topic: List Of Things Named After Alfred Tarski
Other articles related to "theorems, theorem":
Jacques Bouveresse - Works - Incompleteness and Philosophy
... he has attacked, in a popular work Prodiges et vertiges de l'analogie, the use made of these theorems by Régis Debray ... than to overwhelm a readership which lacks the training necessary to comprehend such complex theorems ... he uses such a difficult to understand theorem in the attempt to provide an absolute justification in the form of the classic sophism of the argument from authority ...
... he has attacked, in a popular work Prodiges et vertiges de l'analogie, the use made of these theorems by Régis Debray ... than to overwhelm a readership which lacks the training necessary to comprehend such complex theorems ... he uses such a difficult to understand theorem in the attempt to provide an absolute justification in the form of the classic sophism of the argument from authority ...
Deviant Logic
... the set of theorems generated is different from the set of theorems generated by classical logic ... The set of theorems of a deviant logic can differ in any possible way from classical logic's set of theorems as a proper subset, superset, or fully exclusive set ... Under this system, any theorem necessarily dependent on classical logic's principle of bivalence would fail to be valid ...
... the set of theorems generated is different from the set of theorems generated by classical logic ... The set of theorems of a deviant logic can differ in any possible way from classical logic's set of theorems as a proper subset, superset, or fully exclusive set ... Under this system, any theorem necessarily dependent on classical logic's principle of bivalence would fail to be valid ...
Ratner's Theorems
... In mathematics, Ratner's theorems are a group of major theorems in ergodic theory concerning unipotent flows on homogeneous spaces proved by Marina Ratner around 1990 ... The theorems grew out of Ratner's earlier work on horocycle flows ... Ratner's theorems have guided key advances in the understanding of the dynamics of unipotent flows ...
... In mathematics, Ratner's theorems are a group of major theorems in ergodic theory concerning unipotent flows on homogeneous spaces proved by Marina Ratner around 1990 ... The theorems grew out of Ratner's earlier work on horocycle flows ... Ratner's theorems have guided key advances in the understanding of the dynamics of unipotent flows ...
Brauer's Three Main Theorems
... Brauer's main theorems are three theorems in representation theory of finite groups linking the blocks of a finite group (in characteristic p) with those of its p-local subgroups ... The second and third main theorems allow refinements of orthogonality relations for ordinary characters which may be applied in finite group theory ... All three main theorems are stated in terms of the Brauer correspondence ...
... Brauer's main theorems are three theorems in representation theory of finite groups linking the blocks of a finite group (in characteristic p) with those of its p-local subgroups ... The second and third main theorems allow refinements of orthogonality relations for ordinary characters which may be applied in finite group theory ... All three main theorems are stated in terms of the Brauer correspondence ...
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