Conjugate Algebraic Integers on a Circle with Irrational Center.
Conjugate algebraic numbers on circles
Conjugate algebraic numbers on conics
Conjugate Algebraic Units in a Special Interval.
Conjugate sequences in a Fibonacci-Lucas sense and some identities for sums of powers of their elements.
Conjugation of Kuga fiber varieties.
Conjugations of Arithmetic Automorphic Function Fields.
Conjuntos de enteros con todas las diferencias distintas.
Connected abelian complex Lie groups and number fields
In this note we explain a way to associate to any number field some connected complex abelian Lie groups. Further, we study the case of non-totally real cubic number fields, and we see that they are intimately related with the Cousin groups (toroidal groups) of complex dimension and rank .
Connectedness of number theoretic tilings.
Connectedness results for -adic representations associated to abelian varieties
Connecting homomorphisms associated to Tate sequences
Connection between ordinary multinomials, Fibonacci numbers, Bell polynomials and discrete uniform distribution.
Connection between Schinzel’s conjecture and divisibility of the class number
Connection between the Wieferich congruence and divisibility of h⁺
Connections between for even quadratic Dirichlet characters and class numbers of appropriate imaginary quadratic fields, II
Connections between for even quadratic Dirichlet characters and class numbers of appropriate imaginary quadratic fields, I
Connections between binary patterns and paperfolding
Connections between connected topological spaces on the set of positive integers
In this paper we introduce a connected topology T on the set ℕ of positive integers whose base consists of all arithmetic progressions connected in Golomb’s topology. It turns out that all arithmetic progressions which are connected in the topology T form a basis for Golomb’s topology. Further we examine connectedness of arithmetic progressions in the division topology T′ on ℕ which was defined by Rizza in 1993. Immediate consequences of these studies are results concerning local connectedness of...
Consecutive evaluation of Euler sums.