Sort by
Refine Your Search
-
Listed
-
Category
-
Country
-
Program
-
Field
-
given to candidates in Algebra, broadly defined, including but not limited to: algebraic number theory algebraic geometry arithmetic geometry commutative algebra (geometric and modular) representation
-
exchange algorithms (public-key cryptographic algorithms resistant to attacks even from quantum computers) based on solving multivariate quadratic algebraic systems over finite fields." Where to apply
-
seek an academic leader with a distinguished record of excellence in research, teaching, knowledge exchange, and academic administration, along with a strong commitment to advancing the Department’s and
-
to shape the future of one of Asia’s leading mathematics departments. We seek an academic leader with a distinguished record of excellence in research, teaching, knowledge exchange, and academic
-
hold a PhD in computer science or mathematics, with computer algebra as a specialty. Website for additional job details https://emploi.cnrs.fr/Offres/CDD/UMR7161-GOVVAN-019/Default.aspx Work Location(s
-
postdoctoral research at the International School for Advanced Studies (SISSA) in Italy. His research focuses on mathematical physics and enumerative algebraic geometry. His research group has resolved the BCOV
-
. Specifically, we are seeking instructors capable of teaching one or more of the following subjects: Mathematics (Algebra, Geometry, Algebra II Trigonometry, Pre-Calculus, Calculus) Biology Physical Science
-
, algebraic, and group-theoretic methods, inspired by the mathematical theory of articulated systems and constraint geometry. Possible tools include combinatorics, algebraic methods, incidence geometry, matroid
-
is close. Our cohesive campuses make it easy to meet, work together and exchange knowledge, which promotes a dynamic and open culture. The ongoing societal transformation and large green investments in
-
deduction procedures. A central difficulty in this setting lies in the treatment of algebraic structures that satisfy non-trivial equational properties, in particular associativity and commutativity