Synonymes & Anagrammes | Mot Anglaise FINITENESS

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Exemples d’utilisation de FINITENESS dans une phrase

• In mathematics, the ascending chain condition (ACC) and descending chain condition (DCC) are finiteness properties satisfied by some algebraic structures, most importantly ideals in certain commutative rings.
• Gerd Faltings proved Shafarevich's finiteness conjecture using a known reduction to a case of the Tate conjecture, together with tools from algebraic geometry, including the theory of Néron models.
• Shortly afterwards the finiteness of covolume was proven in full generality by Borel and Harish-Chandra.
• The essential distinction, similar to the concept of definable numbers, contrasts the finiteness of the domain of concepts that we can specify and discuss, with the unbounded infinity of the set of numbers; compare finitism.
• Euler systems can be used to construct annihilators of ideal class groups or Selmer groups, thus giving bounds on their orders, which in turn has led to deep theorems such as the finiteness of some Tate-Shafarevich groups.
• The direct proof of finiteness of canonical LQG in the presence of all forms of matter has been provided by Thiemann.
• The topology on affinoids is subtle, using notions of affinoid subdomains (which satisfy a universality property with respect to maps of affinoid algebras) and admissible open sets (which satisfy a finiteness condition for covers by affinoid subdomains).
• In Canela, like in all Northern Jê languages, verbs inflect for finiteness and thus have a basic opposition between a finite form and a nonfinite form.
• According to Hippolytus, the worldview was inspired by the Pythagoreans, who called the first thing that came into existence the "monad", which begat (bore) the dyad (from the Greek word for two), which begat the numbers, which begat the point, begetting lines or finiteness, etc.
• The "pure" faithfully flat topology without any further finiteness conditions such as quasi compactness or finite presentation is not used much as it is not subcanonical; in other words, representable functors need not be sheaves.
• Early notable results of Bowditch include clarifying the classic notion of geometric finiteness for higher-dimensional Kleinian groups in constant and variable negative curvature.
• In the mathematics of matroids and lattices, a geometric lattice is a finite atomistic semimodular lattice, and a matroid lattice is an atomistic semimodular lattice without the assumption of finiteness.
• Several core concepts found in the ancient Hebrew tradition that are often cited as the most important concepts explored by existentialism, for example, the "uneasiness" "deep within Biblical man", also his "sinfulness" and "feebleness and finiteness".
• In a 1997 paper Bestvina and Brady developed a version of discrete Morse theory for cubical complexes and applied it to study homological finiteness properties of subgroups of right-angled Artin groups.
• The finiteness theorem in étale cohomology states that the higher direct images of a constructible sheaf are constructible.
• In the mathematical theory of Kleinian groups, the Ahlfors finiteness theorem describes the quotient of the domain of discontinuity by a finitely generated Kleinian group.
• As in all other Northern Jê languages, Mẽbêngôkre verbs inflect for finiteness and thus have a basic opposition between a finite form and a nonfinite form.
• As in all other Northern Jê languages, verbs inflect for finiteness and thus have a basic opposition between a finite form (also form B and main form) and a nonfinite form (also form A and embedded form).
• In number theory, the Katz–Lang finiteness theorem, proved by , states that if X is a smooth geometrically connected scheme of finite type over a field K that is finitely generated over the prime field, and Ker(X/K) is the kernel of the maps between their abelianized fundamental groups, then Ker(X/K) is finite if K has characteristic 0, and the part of the kernel coprime to p is finite if K has characteristic p > 0.
• Later Neoplatonic Philosophers and idealists like Plotinus treated the dyad as a second cause (demiurge), which was the divine mind (nous) that via a reflective nature (finiteness) causes matter to "appear" or become perceivable.

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