Christian G J Roettger Office 463 Carver (NEW!) Phone 294-8164 |
Amongst other things, I am interested in
Robert Rauch, Uniform Distribution and Pseudo-Random Walks
Final Presentation in Math 490 Independent Study course
August 2014
Christian Manahl (Ames High), Distribution of primes in quadratic number fields
Midwest Undergraduate Math Symposium 2013, Indianola, IA
In extensions to the rational integers, such as Z[sqrt(2)] or Z[i], there are similarly prime numbers that are only divisible by themselves and one down to units. The question, in this case, is whether or not the primes in Z[sqrt(2)] are uniformly distributed.
Math 151: Calculus for Business and Social Sciences
Math 141/142 Trigonometry (and analytic geometry)
Math 181: Calculus For the Life Sciences I (needs some updating)
Math 195: Math for Elementary Education
Math 267: Differential Equations, Laplace Transform
Math 297: Intermediate Topics in Elementary Mathematics
Math 307: Matrices and Linear Algebra
Math 317: Theory of Linear Algebra
Math 350: Elementary Number Theory
Course notes for Analytic Number Theory
My Favorite Quote:"Should array indices start at 0 or 1? My compromise of 0.5 was rejected without, I thought, proper consideration." - Stan Kelly-Bootle
Pros and cons of metric vs imperial system.
This webpage is http://www.public.iastate.edu/~roettger/homepage.html
Comments to