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4445

Nine Cool Points on the Complex Plane—Wolfram Blog

http://blog.wolfram.com/2010/08/06/nine-cool-points-on-the-complex-plane/
Roger Bagula
7:09 AM
#4445
 
4444

new 2d curve to Riemann polygon-> biserpentine

This was an idea I had this morning for a new 2d curve set as a Riemann polygon: related a Mexican hat wave function: (* Mathematica*) (*Serpintine curve*)
Roger Bagula
8:12 AM
#4444
 
4443

Re: curves in 2d to Riemannian sphere projection polygons

2d strophoid and conchoid projected to Riemann sphere: (* Mathematica*) Clear[t, x, y, w] x = (-1 + t^2)/(t (1 + t^2)) y = -((-1 + t^2)/(1 + t^2)) z = x^2 +
Roger Bagula
Apr 20
#4443
 
4442

Re: curves in 2d to Riemannian sphere projection polygons

2d curve example : projection of the folium to the Riemann Sphere: (* Mathematica*) Clear[t, x, y, w] x = 3*t/(1 + t^3) y = 3*t^2/(1 + t^3) z = (1 -
Roger Bagula
Apr 20
#4442
 
4441

curves in 2d to Riemannian sphere projection polygons

Last night I was working on the graph polygons: V=3 F=7 E=8 and V=7 F=3 E=8 associated with the 3 boson, 7 lepton model. Euler characteristic: V+F-2=E I
Roger Bagula
Apr 20
#4441
 
4440

Bezier ( morphing) movies using my triangulations on parametric surf

I made this movie ( at a higher resolution than this) yesterday: https://www.youtube.com/watch?v=pftH_X9Ru5U I made about a bunch of these and these two came
Roger Bagula
Apr 19
#4440
 
4439

Double Sinoid Sphere and conjugate Sinoid tori

This set of surfaces was inspired by GammaC function of the complex minimal surface gaugino model. There had to be some way to get the Exponential part out and
Roger Bagula
Apr 19
#4439
 
4438

a blackbody vacuum radial expansion

This blackbody vacuum model is based on a root moderated approach I developed to simulate the angular anomalies in the cosmic microwave background. The
Roger Bagula
Apr 18
#4438
 
4437

All things mathematical and fractal: A Fundamental Minimal Surface

http://fractist.blogspot.com/ A new Blog article written this morning: <>A Fundamental Minimal Surface
Roger Bagula
Apr 18
#4437
 
4436

surface triangulations of the Steiner Projective plane

It took a little experimentation, but the result was immediately worth the time spent as the surface potential curves on the Steiner projective plane are
Roger Bagula
Apr 17
#4436
 
4435

4th try at a Terdragon cylinder as two parts

I still don’t think the tiling is right, but the shape is “near” to a terdragon at least... (*Mathematica code*) Clear[pieces, menger, d] sq3 =
Roger Bagula
Apr 17
#4435
 
4434

tiling a Steiner projective plane surface with hexagons

The tetrahedral 3 manifold involved in the Steiner Projective plane might be better served by a triangulation than hexagons, but Dr. Mark McClure programmed
Roger Bagula
Apr 17
#4434
 
4433

Steiner Roman surface ( projective plane) seen a new way

This updates a BSlines skin program in a way that looks inside the projective plane of Steiner: (* Mathematica*) (* using Bsplines to get inside the Steiner
Roger Bagula
Apr 17
#4433
 
4432

a very simple minimal surface

Reading over my book Elliptic Curves I found this surface in an exercise: (* Mathematica*) (* very simple minimal surface*) (* page 134 Elliptic Curves*) \
Roger Bagula
Apr 17
#4432
 
4431

Fwd: 'fudgeflake2ndC3v3tiles_plus4' | 3D Printing | Sculpteo

The other kind of fudge flake is harder because one of the tiles end up in a different place:
Roger Bagula
Apr 15
#4431
 
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