Degrees:
B.A. Harvard University, 1962. Ph.D. University of Californa at Berkeley, 1968. Research interests: My interests lie in the borderlands between number theory, complex analysis and differential geometry. More specifically, I am fascinated by theta functions and the many things that they can do and the related elliptic functions. In number theory I am interested in Gaussian sums, Jacobi sums and their generalizations.Physicist and daughter: Alexia Schulz
Gauss's Table of Primitive Roots hype
tac
cg
bst
twis
cc
wtc
os
bu
eng
Ts
Ts1
Ts2
Þorn
car
conf
tiC
tC1
tC2
tC3
tC4
tC5
muff1
car
coin
life
sheep1
sleep
trigosaurus
V
PwrSm
p
star
charc
numbook
lob
lob2
lobpic
moe
theta
connections
torus
bundle1
bundle2
Dory
Ei
TRIP
pstest
Shock and Awe
Volumns of Spheres
dif
elec
MortgageSchedule
Bessel Functions J01 J02 J03 J11 J12 J21 J22 J31 J32 Superposition
Representations of S3 S3 pdf Fourier analysis on finite groups gp digest
Notes on Coboundary operator and Laplacian
A Practical Introduction to Differential Forms
Notes on Lobachevski Geometry These notes are betaware; and are being reworked as I get the time. Lobachevski Geometry book 0 Lobachevski Geometry book 1 Lobachevski Geometry book 2
Rare Austrian Commemorative for the 1857 completion of the Vienna-Trieste railway. Obverse, Reverse
Gold commemorative for the 1916 Liberty standing quarter design. Obverse, Reverse
Recipes Last updated 27 Jan 2010 by William Schulz
NAU Home Page College of Engineering and Science Department of Mathematics