2 2 Fe b 20 08 MATHEMATICAL STUDY OF RESONANT WIND - DRIVEN OCEANIC MOTIONS

A Mathematical Model for Indian Ocean Circulation in Spherical Coordinate

In recent years, the Indian Ocean (IO) has been discovered to have a much larger impact on climate variability than previously thought. This paper reviews processes in which the IO is, or appears to be, actively involved. We begin the mathematical model with a pattern for summer monsoon winds. Three dimensional temperature and velocity fields are calculated analytically for the ocean forced by ...

ar X iv : a st ro - p h / 04 11 15 9 v 2 1 2 Fe b 20 05 Neutrino Mixing and Nucleosynthesis in Core - Collapse Supernovae

A simple description of core-collapse supernovae is given. Properties of the neutrino-driven wind, neutrino fluxes and luminosities, reaction rates, and the equilibrium electron fraction in supernova environments are discussed. Neutrino mixing and neutrino interactions that are relevant to core-collapse supernovae are briefly reviewed. The values of electron fraction under several evolution sce...

2 1 Fe b 20 08 Studies on the Chazy equations By Yusuke

We study the phase space of Chazy equations.

ar X iv : 0 80 1 . 48 21 v 2 [ he p - ph ] 2 8 Fe b 20 08 X ( 1835 ) and η ( 1760 ) observed by BES Collaboration

ar X iv : 0 80 2 . 21 11 v 1 [ m at h . C V ] 1 4 Fe b 20 08 HOLOMORPHIC MOTIONS AND RELATED TOPICS

In this article we give an expository account of the holomorphic motion theorem based on work of Mãne-Sad-Sullivan, Bers-Royden, and Chirka. After proving this theorem, we show that tangent vectors to holomorphic motions have |ǫ log ǫ| moduli of continuity and then show how this type of continuity for tangent vectors can be combined with Schwarz’s lemma and integration over the holomorphic vari...