The Department of Mathematics offers a Bachelor of Science in Computational Mathematics degree with two tracks (Data Science and Engineering Applications) as well as two minors, Applied Mathematics and Computational Mathematics.
We also offer a Master of Science in Data Science, currently one of the most in-demand career fields.Virtually every Embry-Riddle student — whether training to be a pilot, engineer, scientist, or manager — will pass through the Department of Mathematics while earning a degree. The flexibility of the Computational Mathematics degree allows well-prepared students to pursue dual majors, increasing their career options and enhancing their marketability to potential employers. Some students will gain foundational math skills, while others pursue innovative programs in pure and applied mathematics. The degree in Computational Mathematics allows students to blend mathematical theory and computational techniques to address problems that arise in a variety of scientific disciplines.
Submissions from 2007
Bifurcations of Plane Wave (CW) Solutions in the Complex Cubic-Quintic Ginzburg-Landau Equation, S.C. Mancas and S. Roy Choudhury
The Complex Cubi-Quintic Ginzburg-Landau Equation: Hopf Bifurcations Yielding Traveling Waves, S.C. Mnacas and S. Roy Choudhury
Scattered Homoclinics to a Class of Time-Recurrent Hamiltonian Systems, Gregory S. Spradlin
Submissions from 2006
Oscillation Criteria for First-Order Forced Nonlinear Difference Equations, Ravi P. Agarwal, Said R. Grace, and Tim Smith
Numerical Simulation of Nonlinear Elastic Wave Propagation in Piecewise Homogeneous Media, Arkadi Berezovski, Mihhail Berezovski, and Juri Engelbrecht
On Doubly Periodic Solutions of Quasilinear Hyperbolic Equations of the Fourth Order, T. Kiguradze and T. Smith
Bifurcations and Competing Coherent Structures in the Cubic-Quintic Ginzburg-Landau Equation I: Plane Wave (CW) Solutions, S.C. Mancas and S. Roy Choudhury
Traveling Wavetrains in the Complex Cubic-Quintic Ginzburg-Laundau Equation, S.C. Mancas and S. Roy Choudhury
An Elliptic Equation with No Monotonicity Condition on the Nonlinearity, Gregory S. Spradlin
Submissions from 2004
Response of Dark-Adapted Retinal Rod Photoreceptors, H. Khanal, V. Alexiades, and E. Dibenedetto
Existence of Solutions to a Hamiltonian System Without Convexity Condition on the Nonlinearity, Gregory S. Spradlin
Submissions from 2003
Computational Models for Diffusion of Second Messengers in Visual Transduction, Harihar Khanal
Submissions from 2002
Coupling of COAMPS and WAVETECH with Improved Wave Physics, Shahrdad Sajjadi, Pat Fitzpatrick, Gueorgui Mostovoi, Yongzuo Li, and Matt Bettencourt
Submissions from 2001
Two Photon Absorption in Chromophore Doped Solid Matrices, S.C. Mancas, Michael Canva, Yves Levy, Kathleen A. Richardson, and Giselle Roger
Interfering Solutions of a Nonhomogeneous Hamiltonian System, Gregory S. Spradlin
Submissions from 2000
An Elliptic Equation With Spike Solutions Concentrating at Local Minima of the Laplacian of the Potential, Gregory S. Spradlin
Submissions from 1996
An Almost Periodic Function of Several Variables With No Local Minimum, Gregory S. Spradlin
