TO
| Date | Creator | Title | Subject | ||
|---|---|---|---|---|---|
| 1 |
 |
1965 | Snow, Marcellus S. | A proof of the Poincaré-Bendixson theorem | Differential equations |
| 2 |
 |
1966-08 | Rasmuson, Dale McFarland | Quadrature formulas which achieve high accuracy in composite rules | Gaussian quadrature formulas |
| 3 |
 |
1970-04 | Andreasen, Steven W. | A survey of the mathematical literature for uniqueness results, for the initial value problem of ordinary differential equations | Differential equations |
| 4 |
 |
1971-12-27 | Jennings, Lynn Mansfield | Chess and the computer | Chess |
| 5 |
 |
1972-06 | Dolan, Cynthia Ann | Mathematical population models | Population - Mathematical models |
| 6 |
 |
1972-07-15 | Kearfott, Ralph Baker | The method of characteristics | Characteristic functions |
| 7 |
 |
1974 | Stevens, Doug | An examination of trapezoidal based integration formulae, with new derivation | Mathematics; Formulae |
| 8 |
 |
1974-08 | Brown, David Douglas | A study in dimension theory | Dimension theory (Topology) |
| 9 |
 |
1975-04 | Anderson, Stephen | The evolution of some properties related to compactness | Topology; Compact |
| 10 |
 |
1975-08 | Cox, Sara Anne | The development of the modern mathematics curriculum | Mathematics - Study and teaching |
| 11 |
 |
1985-08 | Dickson, Julia Dean | Mathematical insights into the Salt Lake County state legislative elections 1982-1984 | Utah. Legislature. House - Elections; Salt Lake County (Utah) - Politics and government; Utah - Politics and government |
| 12 |
 |
1985-08 | Clark, David Alan | Lecture notes in category theory | Categories (Mathematics) |
| 13 |
 |
1986-06 | Kinyon, Michael Kenneth | Set theory and large cardinals: A naive approach | Set theory; Cardinal numbers |
| 14 |
 |
1986-06-01 | Norton, Laurie Kay | Galton-Watson processes | Branching processes |
| 15 |
 |
1987 | White, Paula Denise | Dynamical systems and chaos | |
| 16 |
 |
1987-06 | Giddings, Barton William | The statistical analysis of nucleic acid sequences | Nucleotide sequence - Mathematical models |
| 17 |
 |
1987-08 | Harris, Tamara L. | A study of oscillation theorems for second order linear differential equations | Differential equations, Linear |
| 18 |
 |
1988-06 | Pearson, Kimberly Lynn | Classical crystallography: An application of group theory | Crystallography, Mathematical; Symmetry |
| 19 |
 |
1988-06 | Green, Michael Douglas | Minimal surfaces | Minimal surfaces - Mathematics |
| 20 |
 |
1989 | Tyler, Jeanene | From Peano to the rationals : steps toward developing the number system | Number concept |
| 21 |
 |
1990-06 | Marinac, Mary Margaret | Incidents and oddities of the fibonacci sequence (or rabbits, rabbits everywhere) | Marinac, Mary Margaret, 1967-; Subjects; Fibonacci numbers |
| 22 |
 |
1991-08 | Norman, David Everton | Fractals, dimension, and measure: Preliminary results on the construction of a p-dimensional measure for non-integral p | Fractals |
| 23 |
 |
1992 | Simons, Joseph William | Fractals and iterated function systems | Fractals; Iterative methods; algebraic functions |
| 24 |
 |
1992 | Staab, Peter Lindsay | Euclid, Escher, and Einstein : an introduction to non-euclidean geometry | Geometry; Non-Euclidean |
| 25 |
 |
1995-06 | Glende, Spencer Steven | The mathematics of war - Lanchester's models with illustrations and variations | Lancaster, F. W. (Frederick William), 1868-1946; War - Mathematical models |