David Terr
Raytheon
Followers: 0 Following: 0
I received a Ph.D. in number theory from UC Berkeley in 1997. I also enjoy other areas of math, as well as physics and computer programming. I live in Goleta, CA, near Santa Barbara and work at Raytheon in Goleta.
Statistics
31 Files
RANK
N/A
of 295,689
REPUTATION
N/A
CONTRIBUTIONS
0 Questions
0 Answers
ANSWER ACCEPTANCE
0.00%
VOTES RECEIVED
0
RANK
63 of 20,266
REPUTATION
13,364
AVERAGE RATING
4.10
CONTRIBUTIONS
31 Files
DOWNLOADS
65
ALL TIME DOWNLOADS
132730
RANK
of 154,317
CONTRIBUTIONS
0 Problems
0 Solutions
SCORE
0
NUMBER OF BADGES
0
CONTRIBUTIONS
0 Posts
CONTRIBUTIONS
0 Public Channels
AVERAGE RATING
CONTRIBUTIONS
0 Highlights
AVERAGE NO. OF LIKES
Feeds
Submitted
Pell.m
Pell(d,s,n) returns the first n positive integer solution to the modified Pell's equation x^2-dy^2=+
16 years ago | 2 downloads |
Submitted
LaguerrePoly.m
This program returns the coefficients of the Laguerre polynomial L_n, given n.
16 years ago | 3 downloads |
Submitted
Lucas.m
Given a nonnegative integer n, return the nth Lucas number.
20 years ago | 1 download |
Submitted
rqf.m
Reduce a binary quadratic form, given as a row vector of length 3.
20 years ago | 1 download |
Submitted
Physics.zip
Archive containing various files pertaining to physics.
20 years ago | 1 download |
Submitted
ClebschGordan.m
ClebschGordan(j1,j2,j,m1,m2,m) is the Clebsch-Gordan coefficient <j1,j2,m1,m2|j1,j2,j,m>.
20 years ago | 5 downloads |
Submitted
GeneralizedLucas.m
GeneralizedLucas(n,a,b) returns the generalized Lucas number with index n and parameters a and b.
20 years ago | 1 download |
Submitted
GeneralizedFibonacci.m
GeneralizedFibonacci(n,a,b) returns the generalized Fibonacci number.
20 years ago | 1 download |
Submitted
RoundQCF.m
RoundQCF(d,u,v) returns the "round" continued fraction expansion of (u+sqrt(d))/v.
20 years ago | 1 download |
Submitted
harmonic.m
Harmonic(n) is an estimate of the nth harmonic number.
20 years ago | 1 download |
Submitted
fromcfrac.m
Returns the number with the given continued fraction expansion.
20 years ago | 2 downloads |
Submitted
QCF.m
QCF(d,u,v,quiet) returns the continued fraction expansion of (u+sqrt(d))/v.
20 years ago | 3 downloads |
Submitted
roundcfrac.m
Computes the "round continued fraction" of a given complex number.
20 years ago | 0 downloads |
Submitted
cfrac.m
cfrax(x,n) returns the first n terms in the contined fraction expansion of x.
20 years ago | 1 download |
Submitted
Wigner3j.m
Wigner3j(j1,j2,j,m1,m2,m) returns the Wigner 3j-symbol.
20 years ago | 3 downloads |
Submitted
AssociatedLaguerrePoly.m
This program returns the coefficients of the Associated Laguerre polynomial L_{n,m}, given n and m.
20 years ago | 4 downloads |
Submitted
HermitePoly.m
This program returns the coefficients of the Hermite polynomial H_n, given n.
20 years ago | 4 downloads |
Submitted
LegendrePoly
This program returns the coefficients of the Legendre polynomial P_n, given n.
20 years ago | 2 downloads |
Submitted
ChebyshevPoly.m
This program returns the coefficients of the Chebyshev polynomial T_n, given n.
20 years ago | 12 downloads |
Submitted
partitiontable.m
Given a nonnegative integer n, compute a table of the unrestricted partition function p(m) for m<=n.
20 years ago | 1 download |
Submitted
Fibonacci.m
Given an integer n, return the nth Fibonacci number.
20 years ago | 1 download |
Submitted
binomial.m
This program computes the binomial coefficient C(n,m).
20 years ago | 3 downloads |
Submitted
MinkowskiQM.m
Given x from 0 to 1, compute ?(x), where ? is the Minkowski question mark function.
20 years ago | 1 download |
Submitted
ChebyshevExpansion.m
Given a polynomial f(x) expressed as a column vector, compute the coefficients of the expansion ...
20 years ago | 3 downloads |
Submitted
LegendreExpansion.m
Given a polynomial f(x) expressed as a column vector, compute the coefficients of the expansion ...
20 years ago | 2 downloads |
Submitted
tau.m
Given a nonnegative integer n, tau(n) is the Ramanujan tau function of n.
20 years ago | 2 downloads |
Submitted
sigma.m
Given nonnegative integers k and n, sigma(k,n) is the sum of the kth powers of the divisors of n.
20 years ago | 1 download |