Open Access. Powered by Scholars. Published by Universities.®
- Institution
- Keyword
- Publication
- File Type
Articles 1 - 9 of 9
Full-Text Articles in Entire DC Network
A Characterization Of Sigma-Symmetrically Porous Symmetrical Cantor Sets, M. Evans, P. Humke, Karen Saxe
A Characterization Of Sigma-Symmetrically Porous Symmetrical Cantor Sets, M. Evans, P. Humke, Karen Saxe
Karen Saxe
No abstract provided.
Commutators As Powers In Free Products Of Groups, Leo Comerford, Charles C. Edmunds, Gerhard Rosenberger
Commutators As Powers In Free Products Of Groups, Leo Comerford, Charles C. Edmunds, Gerhard Rosenberger
Leo Comerford
The ways in which a nontrivial commutator can be a proper power in a free product of groups are identified
Carmichael's Conjecture On The Euler Function Is Valid Below 10(10,000,000, Stan Wagon, A. Schlafly
Carmichael's Conjecture On The Euler Function Is Valid Below 10(10,000,000, Stan Wagon, A. Schlafly
Stan Wagon, Retired
No abstract provided.
Some Spectral Properties Of Hermitian Toeplitz Matrices, William Trench
Some Spectral Properties Of Hermitian Toeplitz Matrices, William Trench
William F. Trench
No abstract provided.
Pre-1994 Journal Articles, David Bressoud
Clam Demography, Stan Wagon
Symmetrical Porosity Of Symmetrical Cantor Sets, M. Evans, P. Humke, Karen Saxe
Symmetrical Porosity Of Symmetrical Cantor Sets, M. Evans, P. Humke, Karen Saxe
Karen Saxe
No abstract provided.
Hexagons And Squares In A Passive Nonlinear Optical System, John Geddes, R.A. Indik, J.V. Moloney, Willie Firth
Hexagons And Squares In A Passive Nonlinear Optical System, John Geddes, R.A. Indik, J.V. Moloney, Willie Firth
John B. Geddes
Pattern formation is analyzed and simulated in a nonlinear optical system involving all three space dimensions as well as time in an essential way. This system, counterpropagation in a Kerr medium, is shown to lose stability, for sufficient pump intensity, to a nonuniform spatial pattern. We observe hexagonal patterns in a self-focusing medium, and squares in a self-defocusing one, in good agreement with analysis based on symmetry and asymptotic expansions.
A Note On The Real Symmetric Eigenvalue, William F. Trench
A Note On The Real Symmetric Eigenvalue, William F. Trench
William F. Trench
No abstract provided.