Superficies de Riemann pseudoreales de género pequeño Pseudoreal Riemann Surfaces of small genus

H I is the incident wave height, T z is the mean wave period, Ir is the Iribarren number or surf similarity parameter, h is the water depth at the toe of the structure, Ru is the

We recall that M ¯ g,n is an irreducible projective variety whose points correspond bijectively to the set of isomorphism classes of stable curves (or, equivalently, Riemann

In this section we fix ` = 1 and sketch some of the main ideas to obtain explicit reciprocity laws for a 1-dimensional local field K in the context of classical Lubin-Tate formal

Theorem (Uniformization Theorem of Poincar ´e and Koebe) Every simply connected Riemann surface is biholomorphic either to the unit disc D, or to the complex plane C, or to the

Case 1: If the solution of the Riemann problem consists of a 1-shock and a 2-rarefaction waves: the cell is marked. Case 2: If the solution of the Riemann problem consists of

([Be, Theorem 1]) Let us consider a non-exceptional Riemann surface S of finite type (with or without boundary); if S is bordered, we also require that ∂S is the union of

A Y-piece is a bordered non-exceptional Riemann surface which is conformally equivalent to a sphere without three open disks and whose boundary curves are simple closed

In particular, we have focused on the investigation of (1) photoionization of small molecules using methods that account for both nuclear and electronic degrees of freedom, and