Elementary methods in the theory of L-functions, II. On the greatest real zero of a real L-function
Elementary methods in the theory of L-functions, III. The Deuring phenomenon
Elementary methods in the theory of L-functions, IV. The Heilbronn phenomenon
Elementary methods in the theory of L-functions. IX. Density theorems
Elementary methods in the theory of L-functions, V. The theorems of Landau and Page
Elementary methods in the theory of L-functions, VI. On the least prime quadratic residue (mod p)
Elementary methods in the theory of L-functions, VII. Upperbound for L(1,χ)
Elementary methods in the theory of L-functions, VIII. Real zeros of real L-functions
Elementary proof of Yu. V. Nesterenko expansion of the number zeta(3) in continued fraction.
Elementary Proofs in the Theory of Partitions.
Elementary proofs of statements equivalent to the prime number theorem
Elementary -identities. (Elementare -Identitäten.)
Elementary sequences.
Elementary transformations of Dynkin graphs and singularities on quartic surfaces.
Éléments algébriques
Éléments algébriques de l’algèbre
Éléments algébriques remarquables dans un corps de séries formelles
Éléments analytiques uniformes et multiformes
Éléments de norme 1 des corps cubiques non galoisiens. Généralisation
Elements of large order on varieties over prime finite fields
Let be a fixed algebraic variety defined by polynomials in variables with integer coefficients. We show that there exists a constant such that for almost all primes for all but at most points on the reduction of modulo at least one of the components has a large multiplicative order. This generalises several previous results and is a step towards a conjecture of B. Poonen.