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.
Lianfen Qian, Suojin Wang
Computational Statistics & Data Analysis
Sandor Nagydobai Kiss, Paul Yiu
Connecting Orbits for Compact Infinite
R. de la Llave, J.D. Mireles James
SIAM Journal on Applied Dynamical Systems
The doctoral program is for students who have a strong desire to perform independent and original research in the mathematical sciences. To be accepted to the program, the applicant must have a strong record of work in mathematics.
A Bachelor's degree in Mathematics with at least 3.0 GPA (or equivalent), three letters of recommendation documenting the applicant's prior work in mathematics focusing on preparation and suitability for success in graduate-level mathematics courses, a quantitative general GRE (revised) score of at least 157, and approval of the departmental graduate committee. In addition, it is recommended to include scores of the GRE subject test mathematics as part of the application package.
Click here for detailed application steps: application information.
 Completion of the following courses:
MAA 5228-5229 -- Introductory Analysis 1 and 2
MAS 5311-5312 -- Introductory Abstract Algebra 1 and 2
MAS 5145 -- Linear Algebra
MAA 5105 -- Multivariable Analysis
 Successful completion of two qualifying examinations , chosen among algebra, analysis, and probability and statistics. The choice of areas should be guided by the student’s research interests. Qualifying examinations can only be taken within two years of admission to doctoral study.
 The student must form a supervisory committee of at least four members including the research advisor and at least two other members of the departmental graduate faculty.
Upon completion of -, the student will be admitted to doctoral candidacy.
 Completion of a minimum of 80 credits including 6000-level (or higher) courses starting with at least four of the prefixes MAA, MAD, MAP, MAS, MHF, MTG, and STA approved by the departmental graduate committee. In addition two 6000-level courses of the same prefix must be taken in at least two of the seven prefixes.
 Completion of a preliminary examination covering specific areas of concentration and set by the student's supervisory committee with approval by the departmental graduate committee.
 Presentation and oral defense of a dissertation.
 Completion of all University requirements including at least 18 credits at FAU beyond the master's level.
* As with all degree programs, the authoritative source for the degree requirements is the University Catalog that was in effect for the academic year in which the student entered the University. The information on this page does not supersede the Catalog.
Prof. Y. Wang, Graduate Director
Department of Mathematical Sciences
Florida Atlantic University
777 Glades Road
Boca Raton, FL 33431