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smarandachegeometries · Smarandache Geometries - Parabolic, hyperbolic, elliptic geometries united.
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Messages 437 - 467 of 747   Oldest  |  < Older  |  Newer >  |  Newest
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437
Professor Howard Iseri's second paper "A Classification of s-Lines in a Closed s-Manifold" can be read at: ...
m_l_perez
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Apr 18, 2002
7:09 pm
438
I updated the web site on Smarandache Geometry at: http://www.gallup.unm.edu/~smarandache/geometries.htm and now Professor Howard Iseri's book "Smarandache...
m_l_perez
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Apr 18, 2002
9:07 pm
440
It seems to me that any reasonable generalization of an s-manifold to higher dimension would be equivalent to the spaces studied using polyhedral metrics. I...
hiseri1
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Apr 25, 2002
4:36 pm
441
... to ... What about using spherical triangles, would it get an s-spaced curved? Following Howard's models of using flat (plane) triangles, let's use ...
dacosta_teresinha
dacosta_tere...
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Apr 26, 2002
3:14 pm
442
First of all I want to congratulate Howard for his book. I downloaded it and showed it to some people here in India. ... to ... That looks inciting... I don't...
ken5prasad
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Apr 26, 2002
3:16 pm
443
... to ... What do you mean by polyhedral metrics? I have an idea, but I am not sure. Maybe instead of triangles for 2D using polyhedra for 3D to construct a...
jeanmariecharrier
jeanmariecha...
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Apr 26, 2002
3:27 pm
444
I also first want to thank Howard for citing in his book the club, now transformed into a group by Yahoo server as Yahoo did with all other clubs, and for...
m_l_perez
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Apr 26, 2002
3:46 pm
445
... curved? ... use ... This is an interesting idea. One thought comes to mind. In an s- manifold, which is flat everywhere except at the vertices, we get ...
hiseri1
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Apr 26, 2002
4:00 pm
446
... I have found references to polyhedral metrics that seem to be defined on spaces similar to our s-manifolds, except instead of equilateral triangles, any...
hiseri1
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Apr 26, 2002
4:51 pm
447
... Isn't that possible to also put three spherical triangles at a vertex and form something elliptic, I mean reduce by one the number of spherical triangles...
m_l_perez
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Apr 26, 2002
6:02 pm
448
... of ... Yes, if you put three triangles you get something similar to an elliptic vertex in an s-manifold. With four triangles you have a smooth elliptic...
hiseri1
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Apr 26, 2002
6:54 pm
449
... defined ... Using polygons as an extension of triangles was a proposal in this club I remember, isn't it? And somebody proposed to even use polyhedra in...
m_l_perez
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Apr 26, 2002
6:55 pm
450
... It seems to me that every geometry is a Smarandache geometry except for Euclidean geometry, so Smarandache geometry is non-Euclidean geometry in its widest...
hiseri1
Offline
Apr 26, 2002
7:26 pm
451
I see the Smarandache geometries as a mixture of many (maybe all?) geometries. I'm thinking then at mixing the Smarandache geometries in another level of...
mikeantholy
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Apr 26, 2002
8:18 pm
452
... and ... be ... Hi Howard and all! To pursue the method of spherical triangles by me is to copy you and only change very little following your book. I...
dacosta_teresinha
dacosta_tere...
Offline
Apr 27, 2002
11:50 pm
453
... and ... best ... or ... which ... approached ... Teresinha and others, If you compare what is in my book with the references, you will see that most of...
hiseri1
Offline
Apr 29, 2002
4:07 pm
454
... specific ... Okay, I'll try to write a paper on using spherical triangles in creating an s-manifold and I'll send it to Howard and Minh, etc. for ...
dacosta_teresinha
dacosta_tere...
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Apr 29, 2002
9:46 pm
455
Hi- I am very interested in 3D & sacred geometry. Anyone here study Platonic solids, polyhedra, etc? Regards, Rob...
robstrange66
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May 9, 2002
11:10 am
456
... Hi Rob, We've been looking at geodesics on polyhedral surfaces. The closed s- manifolds discussed in "Smarandache Manifolds" might be of interest to you....
hiseri1
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May 9, 2002
1:23 pm
457
... s- ... Rob, You can check Iseri's book at: http://www.gallup.unm.edu/~smarandache/Iseri-book.pdf Minh...
m_l_perez
Offline
May 9, 2002
4:02 pm
458
Hi Howard - Now you're asking! It would take me more than a few minutes to explain. Basically, it is known that everything that exists in nature is based...
robstrange
robstrange66
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May 14, 2002
9:08 am
459
A face lift has been done to our journal (Howard is in the editorial board, both hard copy and online) at http://www.gallup.unm.edu/~smarandache/ Same think...
m_l_perez
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May 15, 2002
1:10 am
460
Hi - this is an new style of animation I'm doing - http://www.astro-logix.com/spinning_octahedral_zoom - more to follow. Rob http://www.astro-logix.com ...
Rob Strange
robstrange66
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May 16, 2002
9:09 pm
461
<Basically, it is known that everything that exists in nature is based around simple geometries, including the Golden Mean spiral & Fibinnacci spiral. This has...
jeanmariecharrier
jeanmariecha...
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May 16, 2002
10:27 pm
462
... rob, i saw your rotating octahedron, nice picture and animation. can you also do an animation upon howard's models? i think you can animate howard's models...
jeanmariecharrier
jeanmariecha...
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May 16, 2002
10:32 pm
463
Jean - Where can I see some of Howard's models? Is there a url? Rob ... From: jeanmariecharrier To: smarandachegeometries@yahoogroups.com Sent: Thursday, May...
robstrange
robstrange66
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May 17, 2002
8:49 am
464
... Howard's models can be found in the group if you click on "photos" [on the left], or the best you can see all of them collected and explained in his book...
m_l_perez
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May 17, 2002
4:07 pm
465
... Also, two papers by Howard with his models can be accessed at http://www.gallup.unm.edu/~smarandache/geometries.htm Mike...
mikeantholy
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May 18, 2002
5:49 pm
466
Thanks for those, Mike. Rob http://www.astro-logix.com ... From: mikeantholy To: smarandachegeometries@yahoogroups.com Sent: Saturday, May 18, 2002 6:49 PM ...
robstrange
robstrange66
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May 20, 2002
1:14 pm
467
hi this is my new staff that sould be interesting for u. i was trying to find direct relation between lines and angles in triangle.I belive that trigonometric...
dark_rosses_in_bloom
dark_rosses_...
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Jun 2, 2002
4:40 pm
Messages 437 - 467 of 747   Oldest  |  < Older  |  Newer >  |  Newest
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