Recent Publications

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.


Subject-wise empirical likelihood

inference in partial linear models
for longitudinal data

Lianfen Qian, Suojin Wang

Computational Statistics & Data Analysis

On the Tucker Circles

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