Christian G J Roettger Office 463 Carver (NEW!) Phone 294-8164 |
Amongst other things, I am interested in
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 (needs some updating, but read the textbook info!!)
Math 181: Calculus For the Life Sciences I (needs some updating)
Math 141/142 Trigonometry (and analytic geometry)
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
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