Dr. Herb Kunze uses Mathematical Science to design neural networks that can be used to solve grid-based games such as Sudoku and KenKen.
Dr. Steve Gismondi uses Mathematical Science to study problems the field of classical and quantum complexity theory, specifically examining the complexity gap between solving and problem and verifying its solution.
Dr. Kim Herder uses Mathematical Science to develop efficient and fast methods for modelling how beams behave under loads and other stresses.
Dr. Dan Ashlock uses Mathematical Science as part of a global effort to perfect the design of stoves for economically disadvantaged people in Central America.
Dr. Dan Ashlock uses Mathematical Science to develop software that can be trained, from examples, to spot DNA with different functions or origins.
Dr. Anna Lawniczak and Dr. Dan Ashlock each use Mathematical Science to design algorithms and systems that can be used to model and predict many important natural phenomena.
Dr. Matt Demers uses Mathematical Science to understand how fractals can be applied to image compression, reconstruction, detection and the embedding of watermarks.
Dr. Herb Kunze uses Mathematical Science to understand the complexities of heat flow through materials with holes, such as rocks, soil, bones, tissue, concrete and ceramic.
Dr. Herb Kunze uses Mathematical Science to determine the role taxation plays in the maintaining profits for companies while encouraging them to reduction pollution levels.
Dr. Dan Ashlock uses Mathematical Science to develop computational tools to automatically generate gaming level maps.