The Consortium for Order in Algebra and Logic

The Consortium for Order in Algebra and Logic (OAL) is a research-oriented organization designed to draw into focus the manifold strengths of Ordered Algebraic Structures, the aggregate of mathematics which is concerned with order-theoretic features of algebraic structures, ranging from the study of lattices and frames to real algebraic geometry, ftom residuated lattices to positivity in functional analysis, from lattice-ordered groups and MV-algebras to algebraic logic, by supporting and promoting activities such as the following:

  • international conferences and research collaborations afforded by such conferences;
  • short and long-term visiting appointments and exchanges involving researchers and their PhD students.

Further, OAL undertakes to inform researchers in the discipline of one another’s accomplishments and to stimulate an environment conducive to the development of projects of mutual interest. [Read more . . ]

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Contact Information

Constantine Tsinakis
Professor of Mathematics

Office: Stevenson Center 1406
Phone: 615-343-5629
Fax: 615-343-8702

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