Congratulations to Professor Yuan Wang and the student officers - Angela Robinson, Anae Myers, Catherine Berrouet, and Olivia Turner for being selected for funding through the "WATCH US" grant from the NSF INCLUDES Program! What a huge success for the student chapter of the Association for Women in Mathematics!
The AAUW & FAU's Chapter of AWM offer this workshop, Wed., Nov. 8, 5:30-7:30 p.m., PS Bldg., rm 226. Register by Oct. 25 at http://www.math.fau.edu/awm/StartSmart.
Maxime Murray is developing new tools for studying the dynamics of complex systems. His work provides a better understanding of the motions of satellites moving through the solar system and particles moving in turbulent fluids.
Shane Kepley is studying invariant manifolds for dynamical systems on a finer scale, with greater accuracy, and with greater reliability than ever before. His work provides new insights into coherent structures and celestial mechanics.
Jorge Gonzalez is studying the hidden structures which organize the behavior of nonlinear dynamical systems. His work provides new understanding of models ranging from discrete time maps to partial differential equations.
Studie Entwicklungsstand Quantencomputer
Study development of quantum computer
PI: Rainer Steinwandt
Funding Agency: Saarland University (GER)
German Federal Office for Information Security
Linking Within-Host and Between-Host
Infectious Disease Dynamics
PI: Necibe Tuncer
Funding Agency: National Science Foundation
Emerging Side-Channel Resistant and
Resource-Friendly Elliptic Curve
Algorithms and Architectures
PI: Reza Azarderakhsh/Co-PI: Koray Karabina
Funding Agency: US Army
Dr. Tim Ford, has written a new
textbook entitles, Separable Algebra.
Due to be published on October 20, 2017,
this book presents a comprehensive
introduction to the theory of separable
algebras over commutative rings.
Azumaya algebras, the henselization of
local rings, and Galois theory are
rigorously introduced and treated.
Essential connections are drawn
between the theory of separable
algebras and Morita theory, the theory
of faithfully flat descent, cohomology,
derivations, differentials, reflexive lattices,
maximal orders, and class groups.
http://bookstore.ams.org/gsm-183/
Subject-wise empirical likelihood
inference in partial linear models
for longitudinal data
Lianfen Qian, Suojin Wang
Computational Statistics & Data Analysis
Sandor Nagydobai Kiss, Paul Yiu
Forum Geometricorum
Connecting Orbits for Compact Infinite
Dimensional Maps: Computer Assisted
Proofs of Existence
R. de la Llave, J.D. Mireles James
SIAM Journal on Applied Dynamical Systems
