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Now showing items 61-70 of 133
Some results on p near-rings and related near-rings /
(The University of Oklahoma., 1971)
Pleating coordinates for a slice of the deformation space of a hyperbolic 3-manifold with compressible boundary.
(1997)
Let $G\sb{\rho}$ denote the Kleinian group with presentation$$\langle T\sb1, T\sb{i}, E\sb{\rho}, E\sb{i\rho}\mid\lbrack T\sb1, T\sb{i}\rbrack=1, \lbrack E\sb{\rho}, E\sb{i\rho}\rbrack=1\rangle.$$Let $\Omega(G\sb{\rho})$ ...
A linear Riemann-Stieltjes integral equation system /
(The University of Oklahoma., 1974)
Spectral theory for singular linear systems of Hamiltonian differential equations /
(The University of Oklahoma., 1970)
On uniform convergence structures and convergence spaces /
(The University of Oklahoma., 1966)
Vector bundles and projection tensors /
(The University of Oklahoma., 1967)
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 ...