http://math.fullerton.edu/mathews/complex/software.html Complex Variables - Complex Analysis Complementary Software Check out the new Complex Analysis Project...
1167
Roger Bagula
rlbagulatftn
Aug 4, 2009 4:40 pm
Yesterday I got an half Lemniscate complex function: a = 1; b = 1; f[t_] = (a*1 + b*I)/(a*1 + b*I*Exp[t]) - 1 FullSimplify[f[t]/f[t/2]] gives: (1 +...
1168
Hashemizade
elham_hashem...
Aug 4, 2009 7:24 pm
Hi my friends, This is Elham, Student of Applied Mathematics. For my thesis I need Wavelet Explorer package. Can you help me? If you have original Mathematica...
1169
Roger Bagula
rlbagulatftn
Aug 7, 2009 8:21 pm
The Joukowski transform is a fluid dynamic/ mechanics transform often associated with the aerodynamics of generalized cylinders ( wings). Using this transform...
1170
Roger Lee Bagula
rlbagulatftn
Aug 9, 2009 7:30 pm
The model of the electrom as being Lemniscate bulb like in terms of Haldane's model makes one wonder what this has to do with the physics of the early...
1171
Active_Mathematica@ya...
Aug 14, 2009 2:48 pm
Hello, This email message is a notification to let you know that a file has been uploaded to the Files area of the Active_Mathematica group. File :...
1172
Roger Bagula
rlbagulatftn
Aug 14, 2009 3:06 pm
This idea was more about could a model be made in Mathematica of the supercritical airfoil using the data on the web that I downloaded. Model like these were...
1173
Roger Bagula
rlbagulatftn
Aug 15, 2009 1:24 pm
Trifurcation in a cubic Mandelbrot set simulation ( chicken feet): http://www.mathematica-users.org/mathematica/images/4/4c/JM_cochleoid_tree.gif The cochleoid...
1174
Roger Bagula
rlbagulatftn
Aug 21, 2009 3:36 pm
I got something from a "Differential Geometry" book last night! ...
1175
Roger Bagula
rlbagulatftn
Aug 24, 2009 4:15 pm
Two ways to get the complex inverse function: f(z)=2*z/(z^2+1)=1/((z+1/z)/2) The second way ( maybe should have been first?): Clear[x, y, t] (*diaxial elipse*)...
1176
Roger Bagula
rlbagulatftn
Aug 31, 2009 4:10 pm
Mathematica is not an easy language to learn or become good at. Doing a search of job prospects, there appear to be none... For what reason besides that...
1177
chicagojjeff
Aug 31, 2009 6:34 pm
1178
Thomas E. Kenny
thomas_e_kenny
Aug 31, 2009 6:34 pm
Roger, I'm not sure how you performed your search but the following link seems to indicate over 100 jobs nationwide with Mathematica within the description. ...
1179
rlbagulatftn
Aug 31, 2009 6:42 pm
Puzzling post with no text... I've looked at jobs with Mathematica in them: it is always a secondary qualification. No one has a job for a "Mathematica...
1180
chicagojjeff
Aug 31, 2009 11:25 pm
Hi- A comment about Mathematica not being easy to learn and harder to master: I've found Mathematica a challenge for years and I have a long way to go. Paul...
1181
Roger Bagula
rlbagulatftn
Sep 4, 2009 4:25 pm
I developed this wing like shape in Mathematica using my sinoid type of function: Clear[x, y, t] x = Exp[1 - Cos[t]] y = Cos[t + 2*Pi/3] ParametricPlot[{x, y},...
1182
Robert Paynter
rjhpuk
Sep 4, 2009 5:52 pm
Mathematica seems to be a bit like a cult sometimes, having it 's own peculiar way of doing things and doesn't like suggestions of ways outside the cult of...
1183
rlbagulatftn
Sep 4, 2009 6:33 pm
... Robert J. H. Paynter In Mathematica groups ( with company men about) you do get some strange reactions to true or factual responses to Mathematica-isms. ...
1184
Roger Bagula
rlbagulatftn
Sep 17, 2009 2:39 pm
<< DiscreteMath`Combinatorica` << DiscreteMath`GraphPlot` (* most simple torus graphs in sequence*) (* adjacency matrices*) (* genus one torus on nine...
1185
Roger Bagula
rlbagulatftn
Sep 18, 2009 3:37 pm
Using program at: http://mathworld.wolfram.com/PisotNumber.html 1.6180339887498948482 1.3247179572447460260 1.3802775690976141157 1.4432687912703731076 ...
1186
Roger Bagula
rlbagulatftn
Sep 24, 2009 6:44 pm
The quadratic Mandelbrot set is the traditional one. The cubic Julia Mandelbrot set is the strange alien one. What happens if we subtract the two: ...
1187
Roger Bagula
rlbagulatftn
Sep 26, 2009 6:45 pm
This question idea comes from having people i meet not know who Benoit Mandelbrot is. There are just some names someone working in fractals probably should...
1188
Roger Bagula
rlbagulatftn
Sep 27, 2009 9:23 pm
There are some more modern names in fractals: ( and others that are old, but maybe less known) 1) Who is Kerry Mitchell? 2) Who is Damien M. Jones ? 3) Who is...
1189
Roger Bagula
rlbagulatftn
Sep 28, 2009 2:14 am
The idea of designing a probability based BBP like sequence that has unitary entropy at scale 2 ( binary) gave me this result: Clear[p, n] ...
1190
Roger Bagula
rlbagulatftn
Sep 28, 2009 9:11 pm
The idea to solve a BBP series as a Taylor derivative series gives that function defined as Pi at x=1: (* BBP series at -4 scale as an coefficient array*) g0 =...
1191
Roger Bagula
rlbagulatftn
Sep 29, 2009 9:09 am
I figured out another one using the sum: Sum[1/(3/2)^n,{n,0,Infinity}]=3 or Sum[1/(3/2)^n,{n,1,Infinity}]=2 Mathematica: Clear[p, n] $MaxExtraPrecision = 100 ...
1192
Roger Bagula
rlbagulatftn
Sep 29, 2009 5:46 pm
Using the sequence of infinite sums; Table[Sum[1/(Prime[m]/Prime[m - 1])^n, {n, 0, Infinity}], {m, 2, 30}] I got the third such number in the sequence. With...
1193
Roger Bagula
rlbagulatftn
Sep 29, 2009 7:24 pm
Calculating these takes time, but they ( the ratio Prime[n]/Prime[n-1] scaled infinte sums) seem to be going to a limit of maybe infinity as ...
http://en.wikipedia.org/wiki/Entropy_(information_theory) If p denotes the probability mass function of X then the entropy can explicitly be written as H(X) =...
