Open Access. Powered by Scholars. Published by Universities.®
- Discipline
-
- Mathematics (34)
- Computer Sciences (24)
- Arts and Humanities (19)
- Education (19)
- Higher Education (19)
-
- History (19)
- History of Science, Technology, and Medicine (19)
- Science and Mathematics Education (19)
- Teacher Education and Professional Development (19)
- Statistics and Probability (8)
- Applied Statistics (5)
- Engineering (4)
- Numerical Analysis and Computation (4)
- Partial Differential Equations (3)
- Physics (3)
- Aerospace Engineering (2)
- Environmental Sciences (2)
- Medical Specialties (2)
- Medicine and Health Sciences (2)
- Oncology (2)
- Aerodynamics and Fluid Mechanics (1)
- Agriculture (1)
- Algebra (1)
- Algebraic Geometry (1)
- Business (1)
- Chemistry (1)
- Civil and Environmental Engineering (1)
- Control Theory (1)
- Institution
-
- Taylor University (20)
- Air Force Institute of Technology (9)
- Old Dominion University (9)
- Florida Institute of Technology (6)
- Wright State University (5)
-
- Western Michigan University (4)
- Claremont Colleges (3)
- Rose-Hulman Institute of Technology (3)
- Edith Cowan University (2)
- University of Dayton (2)
- Portland State University (1)
- University of Nebraska - Lincoln (1)
- University of New Mexico (1)
- University of Richmond (1)
- Virginia Commonwealth University (1)
- Keyword
-
- Chemotherapy (3)
- Cancer (2)
- Groundwater flow--Mathematical models (2)
- Mathematical optimization (2)
- Neural networks (Computer science) (2)
-
- Optimal algorithms (2)
- "Forbidden" regimens (1)
- ASYMPTOTIC SOLUTION (1)
- Aerodynamics (1)
- Airplanes--Fuel--Jettisoning--Mathematical models (1)
- Analysis (1)
- Analytic geometry (1)
- Analytical mathematics (1)
- Atmospheric diffusion (1)
- Atmospheric diffusion--Mathematical models (1)
- Bayes risk (1)
- Bifurcation (1)
- Calculus (1)
- Cantor sets (1)
- Catch effort (1)
- Channels (1)
- Cographs (1)
- Contractive condition (1)
- DIFFUSION (1)
- Difference sets (1)
- Differential equations (1)
- Diffusion in hydrology--Mathematical models (1)
- Discrete mechanics (1)
- Distribution (Probability theory) (1)
- Energy conserving methods (1)
- Publication
-
- ACMS Conference Proceedings 1995 (18)
- Theses and Dissertations (9)
- Mathematics and System Engineering Faculty Publications (6)
- Dissertations (4)
- Mathematics & Statistics Faculty Publications (4)
-
- Mathematics and Statistics Faculty Publications (4)
- Mathematical Sciences Technical Reports (MSTR) (3)
- ACMS Journal 2004 (2)
- All HMC Faculty Publications and Research (2)
- Computer Science Faculty Publications (2)
- Mathematics Faculty Publications (2)
- Branch Mathematics and Statistics Faculty and Staff Publications (1)
- Civil & Environmental Engineering Theses & Dissertations (1)
- Department of Math & Statistics Faculty Publications (1)
- Department of Mathematics: Faculty Publications (1)
- Mathematics & Statistics Theses & Dissertations (1)
- Mathematics and Applied Mathematics Publications (1)
- Mathematics and Statistics Faculty Publications and Presentations (1)
- Mechanical & Aerospace Engineering Theses & Dissertations (1)
- Physics Faculty Publications (1)
- Pitzer Faculty Publications and Research (1)
- Theses : Honours (1)
- Theses: Doctorates and Masters (1)
- Publication Type
Articles 61 - 68 of 68
Full-Text Articles in Applied Mathematics
Singularity Of Super-Brownian Local Time At A Point Catalyst, Donald A. Dawson, Klaus Fleischmann, Yi Li, Carl Mueller
Singularity Of Super-Brownian Local Time At A Point Catalyst, Donald A. Dawson, Klaus Fleischmann, Yi Li, Carl Mueller
Mathematics and Statistics Faculty Publications
No abstract provided.
Generalized Geynman Integrals: The 𝓛(L2, L2) Theory, Chull Park, David Skough
Generalized Geynman Integrals: The 𝓛(L2, L2) Theory, Chull Park, David Skough
Department of Mathematics: Faculty Publications
In this paper we develop an 𝓛(L2(R), L2(R)) theory for the Feynman integral of functionals of general stochastic processes.
Intersecting Self-Similar Cantor Sets, J. J. P. Veerman
Intersecting Self-Similar Cantor Sets, J. J. P. Veerman
Mathematics and Statistics Faculty Publications and Presentations
We define a self-similar set as the (unique) invariant set of an iterated function system of certain contracting affine functions. A topology on them is obtained (essentially) by inducing the C 1- topology of the function space. We prove that the measure function is upper semi-continuous and give examples of discontinuities. We also show that the dimension is not upper semicontinuous. We exhibit a class of examples of self-similar sets of positive measure containing an open set. If C 1 and C 2 are two self-similar sets C 1 and C 2 such that the sum of their dimensions …
Modelling And Risk Analysis Of The Western Rock Lobster (Panulirus Cygnus) Fishery Of Western Australia, C. S. Yap
Theses: Doctorates and Masters
The predictive power for short-term forecasting of selected biomass dynamic models was examined using the standardised catch and effort data from the 1944/45 to 1990/91 season of the western rock lobster. Risk analysis of the fishery based on the predicted fishing efforts with the Deriso-Schnute delay-difference model indicates a high probability of recruitment failure. Some hypothetical management strategies of reducing fishing effort were evaluated by taking into consideration the total catch and biological risk to the fishery.
Error Estimates And Lipschitz Constants For Best Approximation In Continuous Function Spaces, M. Bartelt, W. Li
Error Estimates And Lipschitz Constants For Best Approximation In Continuous Function Spaces, M. Bartelt, W. Li
Mathematics & Statistics Faculty Publications
We use a structural characterization of the metric projection PG(f), from the continuous function space to its one-dimensional subspace G, to derive a lower bound of the Hausdorff strong unicity constant (or weak sharp minimum constant) for PG and then show this lower bound can be attained. Then the exact value of Lipschitz constant for PG is computed. The process is a quantitative analysis based on the Gâteaux derivative of PG, a representation of local Lipschitz constants, the equivalence of local and global Lipschitz constants for lower semicontinuous mappings, and construction …
An Optimal Path Cover Algorithm For Cographs, R. Lin, S. Olariu
An Optimal Path Cover Algorithm For Cographs, R. Lin, S. Olariu
Computer Science Faculty Publications
The class of cographs, or complement-reducible graphs, arises naturally in many different areas of applied mathematics and computer science. In this paper, we present an optimal algorithm for determining a minimum path cover for a cograph G. In case G has a Hamiltonian path (cycle) our algorithm exhibits the path (cycle) as well.
Linear Time Optimization Algorithms For P4-Sparse Graphs, Beverly Jamison, Stephan Olariu
Linear Time Optimization Algorithms For P4-Sparse Graphs, Beverly Jamison, Stephan Olariu
Computer Science Faculty Publications
Quite often, real-life applications suggest the study of graphs that feature some local density properties. In particular, graphs that are unlikely to have more than a few chordless paths of length three appear in a number of contexts. A graph G is P4-sparse if no set of five vertices in G induces more than one chordless path of length three. P4-sparse graphs generalize both the class of cographs and the class of P4-reducible graphs. It has been shown that P4-sparse graphs can be recognized in time linear in the size of the …
Metode De Calcul În Analiza Matematică, Florentin Smarandache, C. Dumitrescu
Metode De Calcul În Analiza Matematică, Florentin Smarandache, C. Dumitrescu
Branch Mathematics and Statistics Faculty and Staff Publications
No abstract provided.