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A generic Picard-Vessiot extension for GL(n) and the inverse differential Galois problem.
(2000)
Let F be a differential field with field of constants the algebraically dosed field C. Let Yij be differential indeterminates and let R = F{ Yij}[X11, ..., Xnn] be a differential ring with derivation D (Xij) = k=1n ...
Mathematics of electrocardiography /
(The University of Oklahoma., 1968)
COMPLEX P-LAPLACIAN ON KAHLER MANIFOLDS AND ITS APPLICATIONS
(2014-12)
From a geometric point of view, we use coordinates as the main tool to define the holomorphic gradient, the antiholomorphic gradient, and the complex gradient of a complex-valued function on Kahler manifolds. Then we define ...
P-harmonic theory on ellipsoids with geometric applications.
(2006)
In the first part of this thesis, we are interested in representing homotopy groups by p-harmonic maps with applications to minimal submanifolds of ellipsoids. In the second part, we discuss Liouville-type theorems for ...
A generalization of convexity /
(The University of Oklahoma., 1971)
The generalized asymmetric rule (GAR): The optimization of mixture asymmetry in a noncubic equation of state.
(1998)
This work uses a preexisting, noncubic EOS to predict polar/nonpolar pure components. This EOS uses the mixing rules of a preexisting local composition model (LCM) that can simultaneously (1) simulate both liquid and vapor ...
Calculus Instructors' Resources, Orientations, and Goals in Teaching Low-Achieving Students
(2014-05-09)
Teaching and learning calculus has been the subject of mathematics education research for many years. Although the literature is mainly concerned with students’ difficulties with calculus, research on mathematicians’ day ...
MATH 1503: College Algebra Textbook
(2018-08)
This textbook was used at the University of Oklahoma in MATH 1503 during the fall semester of 2018.
This OpenStax book is available for free at http://cnx.org/content/col11759/latest
MATH 1523 Course Description: ...
General algebras and their manipulative syntaxes /
(The University of Oklahoma., 1969)