Our Research
The Department of Mathematics is committed to producing world-class research, providing high quality undergraduate, graduate and professional programs of study that attract the best students, and to attending to the mathematical needs of the University and the community.
Research Spotlight
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Research Areas
Algebraic combinatorics. Algebraic number theory. Commutative algebra and homological algebra. Representation theory. Algebraic geometry. Algebraic combinatorics. Algebraic number theory. Commutative algebra and homological algebra. Representation theory. Algebraic geometry. Algebraic combinatorics. Algebraic number theory. Commutative algebra and homological algebra. Representation theory. Algebraic geometry.
Research Events
Lorem ipsum dolor sit amet, consectetur adipiscing elit. Mauris ultrices vehicula mauris id porttitor. Vestibulum elementum ex velit, id posuere odio cursus a. Maecenas commodo facilisis malesuada. Curabitur neque leo, egestas et nunc eu, sodales venenatis ante. Orci varius natoque penatibus et magnis dis parturient montes, nascetur ridiculus mus. Nulla mattis, turpis quis efficitur ullamcorper, lectus nibh blandit elit, sit amet placerat eros nulla pretium nibh. Phasellus luctus, justo aliquam interdum commodo, neque lorem convallis lacus.
Research Spotlight
Lorem ipsum dolor sit amet, consectetur adipiscing elit. Mauris ultrices vehicula mauris id porttitor. Vestibulum elementum ex velit, id posuere odio cursus a. Maecenas commodo facilisis malesuada. Curabitur neque leo, egestas et nunc eu, sodales venenatis ante. Orci varius natoque penatibus et magnis dis parturient montes, nascetur ridiculus mus. Nulla mattis, turpis quis efficitur ullamcorper, lectus nibh blandit elit, sit amet placerat eros nulla pretium nibh. Phasellus luctus, justo aliquam interdum commodo, neque lorem convallis lacus.
Analysis
Algebraic combinatorics. Algebraic number theory. Commutative algebra and homological algebra. Representation theory. Algebraic geometry. Algebraic combinatorics. Algebraic number theory. Commutative algebra and homological algebra. Representation theory. Algebraic geometry. Algebraic combinatorics. Algebraic number theory. Commutative algebra and homological algebra. Representation theory. Algebraic geometry.