Open Access. Powered by Scholars. Published by Universities.®
Discrete Mathematics and Combinatorics Commons™
Open Access. Powered by Scholars. Published by Universities.®
- Institution
-
- Claremont Colleges (3)
- East Tennessee State University (3)
- Fort Hays State University (2)
- Kutztown University (2)
- Macalester College (2)
-
- Montclair State University (2)
- Rose-Hulman Institute of Technology (2)
- University of Kentucky (2)
- Brigham Young University (1)
- California Polytechnic State University, San Luis Obispo (1)
- Embry-Riddle Aeronautical University (1)
- Florida Institute of Technology (1)
- Kennesaw State University (1)
- Loyola University Chicago (1)
- Murray State University (1)
- New Jersey Institute of Technology (1)
- Southern Illinois University Carbondale (1)
- Southern Methodist University (1)
- University of Connecticut (1)
- University of Nevada, Las Vegas (1)
- University of New Mexico (1)
- Western Kentucky University (1)
- Yale University (1)
- Keyword
-
- Probability (7)
- Graph theory (3)
- Permutations (2)
- Random walk (2)
- Statistics (2)
-
- (LAD)Retention (1)
- 05A05 (1)
- 60C05 (1)
- Actuarial (1)
- Ad allocation (1)
- Algorithmic Design (1)
- Analysis of algorithms (1)
- Analytics (1)
- Arcsine distribution (1)
- Astrodynamics (1)
- Autonomy (1)
- Baseball (1)
- Batting Order (1)
- Bijections (1)
- Binary (1)
- Bipartite graphs (1)
- C++ (1)
- CYOA (1)
- Catalan numbers (1)
- Chi-square (1)
- Classification (1)
- Colorability (1)
- Columnar transposition (1)
- Combinatorial (1)
- Combinatorics (1)
- Publication Year
- Publication
-
- Electronic Theses and Dissertations (3)
- Department of Mathematics Faculty Scholarship and Creative Works (2)
- Mathematics, Statistics, and Computer Science Honors Projects (2)
- Rose-Hulman Undergraduate Mathematics Journal (2)
- SACAD: Scholarly Activities (2)
-
- Articles and Preprints (1)
- Branch Mathematics and Statistics Faculty and Staff Publications (1)
- Communications on Number Theory and Combinatorial Theory (1)
- Computer Science: Faculty Publications and Other Works (1)
- Doctoral Dissertations and Master's Theses (1)
- HMC Senior Theses (1)
- Honors College Theses (1)
- Honors Scholar Theses (1)
- Honors Student Research (1)
- Journal of Humanistic Mathematics (1)
- Journal of Nonprofit Innovation (1)
- Master's Theses (1)
- Masters Theses & Specialist Projects (1)
- Pitzer Senior Theses (1)
- Statistical Science Theses and Dissertations (1)
- Symposium of Student Scholars (1)
- Theses (1)
- Theses and Dissertations (1)
- Theses and Dissertations--Education Sciences (1)
- Theses and Dissertations--Mathematics (1)
- UNLV Gaming Research & Review Journal (1)
- Yale Day of Data (1)
- Publication Type
Articles 31 - 33 of 33
Full-Text Articles in Discrete Mathematics and Combinatorics
Cagan Type Rational Expectations Model On Time Scales With Their Applications To Economics, Funda Ekiz
Cagan Type Rational Expectations Model On Time Scales With Their Applications To Economics, Funda Ekiz
Masters Theses & Specialist Projects
Rational expectations provide people or economic agents making future decision with available information and past experiences. The first approach to the idea of rational expectations was given approximately fifty years ago by John F. Muth. Many models in economics have been studied using the rational expectations idea. The most familiar one among them is the rational expectations version of the Cagans hyperination model where the expectation for tomorrow is formed using all the information available today. This model was reinterpreted by Thomas J. Sargent and Neil Wallace in 1973. After that time, many solution techniques were suggested to solve the …
The Quantum Dialectic, Logan Kelley
The Quantum Dialectic, Logan Kelley
Pitzer Senior Theses
A philosophic account of quantum physics. The thesis is divided into two parts. Part I is dedicated to laying the groundwork of quantum physics, and explaining some of the primary difficulties. Subjects of interest will include the principle of locality, the quantum uncertainty principle, and Einstein's criterion for reality. Quantum dilemmas discussed include the double-slit experiment, observations of spin and polarization, EPR, and Bell's theorem. The first part will argue that mathematical-physical descriptions of the world fall short of explaining the experimental observations of quantum phenomenon. The problem, as will be argued, is framework of the physical descriptive schema. Part …
Orthogonal Arrays Of Strength Three From Regular 3-Wise Balanced Designs, Charles J. Colbourn, D. L. Kreher, John P. Mcsorley, D. R. Stinson
Orthogonal Arrays Of Strength Three From Regular 3-Wise Balanced Designs, Charles J. Colbourn, D. L. Kreher, John P. Mcsorley, D. R. Stinson
Articles and Preprints
The construction given in Kreher, J Combin Des 4 (1996) 67 is extended to obtain new infinite families of orthogonal arrays of strength 3. Regular 3-wise balanced designs play a central role in this construction.