MTH-302 |
Differential Equations |
An introduction to ordinary differential equations and their use in modeling continuous change in the realworld . Topics include both analytical and graphical methods of solving DEs , systems of ordinary differential equations , and important applications like exponential / logistic growth , harmonic oscillators , and predator / prey systems . |
MTH-304 |
Number Theory |
An introduction to the theory and properties of integers . Topics include prime numbers , divisibility and factorization , modular arithmetic , the Euclidean algorithm , linear Diophantine equations , congruencies , the Chinese remainder theorem , and applications in cryptography . |
3.00 |
Take MTH-235 MTH-246 . ( Required , Previous ). |
3.00 |
Take MTH-235 MTH-245 . ( Required , Previous ). |
3.00 |
Take MTH-231 MTH-246 . ( Required , Previous ). |
3.00 |
Take MTH-231 MTH-246 . ( Required , Previous ). |
MTH-307 |
Real Analysis I |
An in-depth analysis of properties of the real number line , higher-dimensional Euclidean spaces and general metric spaces . Limits , sequences and series are studied . The basic theory of functions of a real variable is considered , including continuity , derivatives and integrals . |