Skip to main content

Mathematical Physics


USU has an ongoing mathematical physics collaboration with emphasis on geometrical and computer algebra methods.  Additional information can be found at the DGCAMP website.

The collaboration includes:

Ian M. Anderson

Ian Anderson: Differential geometry, Exterior Differential Systems, Computer algebra

 

Mark Fels

Mark Fels: Differential geometry, Differential equations

 

Nathan Geer

 Nathan Geer: Low dimensional topology, Lie theory

 

Andreas Malmendier

Andreas Malmendier: Algebraic Geometry, String Theory, Gauge Theory

 

Zhaohu Nie

Zhaohu Nie: Invariant Functions, Characteristic Classes, Algebraic Geometry and Algebraic

 

Maria Rodriguez

Maria Rodriguez: Black holes, Relativistic Astrophysics, Mathematical Physics

 

Charles Torre: Gravitation, Field Theory, Mathematical Physics, Computer algebra

 

Oscar Varela

Oscar Varela: String theory, Supergravity, AdS/CFT, Mathematical Physics


Check out :

Special function identities from superelliptic Kummer varieties

Geometrization Conditions for Perfect Fluids, Scalar Fields, and Electromagnetic Fields

Non-Rigid Parabolic Geometries of Monge Type

Exterior Differential Systems with Symmetry

Relations between Witten-reshetikhin-turaev and non semi-simple sl(2) 3-manifold invariants

Solving Toda field theories and related algebraic and differential properties

New symbolic tools for differential geometry, gravitation, and field theory

The spacetime geometry of a null electromagnetic field

The DGCAMP website