Examples of using Frobenius in English and their translations into Spanish
{-}
-
Colloquial
-
Official
is bounded according to Schur's theorem, and therefore the Frobenius number exists.
when a diffeomorphism on a compact manifold replaces the Frobenius mapping for an algebraic variety over a finite field.
expansion around x 0, which can be found by applying the Frobenius method to Bessel's equation: J α( x)∑ m 0∞(- 1) m m!
August Sigmund Frobenius(1727(first mentioned)- 1741?),
Ferdinand Georg Frobenius and Max Planck.
Seung are the squared error(or Frobenius norm) and an extension of the Kullback-Leibler divergence to positive matrices the original Kullback-Leibler divergence is defined on probability distributions.
In Atlantis, Leo Frobenius tells an unusual tale of a ghost town:"When one travels a great distance, one meets people in the market-whether in Ife,
The coin problem(also referred to as the Frobenius coin problem or Frobenius problem, after the mathematician Ferdinand Frobenius) is a mathematical
Because the obstruction from the Frobenius theorem can be understood in terms of the failure of the vector fields p→ 2,
there is an algorithm computing the Frobenius number in polynomial time in the logarithms of the coin denominations forming an input.
there being an integrability condition so that the Frobenius theorem applies.
disk gives a counit(trace) or unit(scalars), depending on grouping of boundary, and thus(1+1)-dimension TQFTs correspond to Frobenius algebras.
If FR and FS are the Frobenius endomorphisms of R and S, then this can be rewritten as: ϕ∘ F R F S∘ ϕ.{\displaystyle\phi\circ F_{ R}= F_{ S}\ circ\ phi.} This means that the Frobenius endomorphism is a natural transformation from the identity functor on the category of characteristic p rings to itself.
The Frobenius automorphism Fr is a canonical(topological) generator of GK.
There are several different ways to define the Frobenius morphism for a scheme.
Furthermore, lower- and upper bounds for the n 3 Frobenius numbers have been determined.
Group theory was one of Frobenius' principal interests in the second half of his career.
The Frobenius number exists as long as the set of coin denominations has no common divisor greater than 1.
equal 1 is necessary in order for the Frobenius number to exist.
Frobenius' book Teori og Praksis caused much controversy because of its criticism of Rykkinn