Historia de las fórmulas y algoritmos para n.
Homogeneous estimates for oscillatory integrals.
Homology for irregular connections
Homology with values in a connection with possibly irregular singular points on an algebraic curve is defined, generalizing homology with values in the underlying local system for a connection with regular singular points. Integration defines a perfect pairing between de Rham cohomology with values in the connection and homology with values in the dual connection.
How sharp is Bernstein's inequality for Jacobi polynomials?
Hurwitz continued fractions with confluent hypergeometric functions
Many new types of Hurwitz continued fractions have been studied by the author. In this paper we show that all of these closed forms can be expressed by using confluent hypergeometric functions . In the application we study some new Hurwitz continued fractions whose closed form can be expressed by using confluent hypergeometric functions.
Hypergeometric orthogonal systems of polynomials. I
Hypergeometric orthogonal systems of polynomials. II
Hypergeometric orthogonal systems of polynomials. III
Hypergeometric series and the Riemann zeta function
Hypergeometric series associated with the Hurwitz-Lerch zeta function.
Hyperlogarithmic expansion and the volume of a hyperbolic simplex
Identités de MacDonald
Identity-type functions and polynomials.
In praise of an elementary identity of Euler.
Inclusion relations between classes of hypergeometric functions.
Inequalities and identities for ... .
Inequalities associating hypergeometric functions with planar harmonic mappings.
Inequalities for Laguerre functions.
Inequalities for some Whittaker functions
Inequalities for the smallest zeros of Laguerre polynomials and their -analogues.