Field Composites with a Bounded Purely Inseparable Factor.
Fields: Algebraically closed and others.
Fields of Large Transcendence Degree Generated by Values of Elliptic Functions.
Fields with Hanselian Valuation Rings.
Filial rings
Filtrations by complete ideals and applications.
Finding a cluster-tilting object for a representation finite cluster-tilted algebra
We provide a technique to find a cluster-tilting object having a given cluster-tilted algebra as endomorphism ring in the finite type case.
Finding roots of nonlinear systems of equations on a domain.
Finite and infinite collections of multiplication modules.
Finite automata and algebraic extensions of function fields
We give an automata-theoretic description of the algebraic closure of the rational function field over a finite field , generalizing a result of Christol. The description occurs within the Hahn-Mal’cev-Neumann field of “generalized power series” over . In passing, we obtain a characterization of well-ordered sets of rational numbers whose base expansions are generated by a finite automaton, and exhibit some techniques for computing in the algebraic closure; these include an adaptation to positive...
Finite bases for integral closures.
Finite completely primary rings in which the product of any two zero divisors of a ring is in its coefficient subring.
Finite cyclic groups and the k-HFD property
Finite dimensional completions in Noether lattices
Finite dimensional rings of quotients.
In this paper we characterize commutative rings with finite dimensional classical ring of quotients. To illustrate the diversity of behavior of these rings we examine the case of local rings and FPF rings. Our results extend earlier work on rings with zero-dimensional rings of quotients.
Finite generating system of matrix invariants.
Finite mutation classes of coloured quivers
We show that the mutation class of a coloured quiver arising from an m-cluster tilting object associated with a finite-dimensional hereditary algebra H, is finite if and only if H is of finite or tame representation type, or it has at most two simples. This generalizes a result known for cluster categories.
Finite Polynomial Orbits in Finitely Generated Domains.
Finite Separable Field Extensions With Prescribed Extensions of Valuations. II
Finite simplicial multicomplexes.