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Unknown Blogger Mathematica | A Novice experiments with Mathematica | ubpdqnmathematica.wordpress.com Reviews
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A Novice experiments with Mathematica
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A Novice experiments with Mathematica. May 4, 2016. This is a first attempt at mimicking the Geneva mechanism. Blessed Are the Pure of Heart. April 25, 2016. I have looked at Mathematica Meta site and dared (somewhat apprehensively)to answer and comment. The questions (from my viewpoint) were more philosophical in nature. I also believe that MSE is a diverse community. The diversity includes:. Special areas of interest. I believe, with absolutely no disrespect, the site is a playground. There are nov...
Wrap Around | Unknown Blogger Mathematica
https://ubpdqnmathematica.wordpress.com/2015/04/25/wrap-around
A Novice experiments with Mathematica. April 25, 2015. I came across this puzzle in a tweet from Clifford Pickover. I enjoyed tried trying to visualize approach:. Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:. Address never made public). You are commenting using your WordPress.com account. ( Log Out. You are commenting using your Twitter account. ( Log Out. You are commenting using your Facebook account. ( Log Out. Not To Too Hot to Handle.
More Tupperware | Unknown Blogger Mathematica
https://ubpdqnmathematica.wordpress.com/2015/07/11/more-tupperware
A Novice experiments with Mathematica. July 11, 2015. This is post is motivated by a question. On Mathematica Stackexchange and the interesting link. Posted in the question. My previous post. Had subtle errors. This allowed me to play with the higher resolution self referential formula:. Boole[Mod[Floor[Floor[y/61] 2 (-61 x - Mod[y, 61])], 2] = 1]. W[nu ] := ArrayPlot[Table[g[j, k], {k, nu 60, nu, -1}, {j, 0, 375}]. Btupf[s ] := Module[{i, m, r},. I = Rasterize[s, ImageSize - {376, 61}];. Is the function,.
ubpdqn | Unknown Blogger Mathematica
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A Novice experiments with Mathematica. September 1, 2016. This is another post motivated by a Mathematica Stackexchange post. Adapting code by user. Visualization of a sample of the consecutive decimal representation). The following is visualization of rational which are either finite or recurring). August 31, 2016. This post is motivated by an answer on Mathematica Stackexchange. This is based on the Lotka Volterra predator-prey model. Not To Too Hot to Handle. August 15, 2016. August 4, 2016. This post...
Rabbits and Clocks | Unknown Blogger Mathematica
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A Novice experiments with Mathematica. May 10, 2015. This post is inspired by a tweet from Clifford Pickover regarding Fibonacci clock. I sought to simulate this clock. Note the pattern for a given times is not unique for the most part but this adds interest to changing patterns. Here is the code of my attempt:. Sc = Rectangle @ @ { {2, 3}, {3, 4} , { 2, 4}, {3, 5} , { 0, 3}, {2,. H[n ] := Module[{tu},. Tu = Tuples[{0, 1}, 5];. Pick[tu, {1, 1, 2, 3, 5}.# = n and /@ tu] ;. M[n ] := Module[{tu},. Notify me...
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ubpdqn: July 2013
http://ubpdqn.blogspot.com/2013_07_01_archive.html
A novice Mathematica user exploring Mathematics and Mathematica. Tuesday, July 23, 2013. Monday, July 22, 2013. This post visualizes unstable and limit cycles (alternating roles of red and purple circles) for differential equation system listed. Subscribe to: Posts (Atom). Unknown Blogger Pursues Deranged Quest for Normalcy. View my complete profile. Simple template. Template images by gaffera.
ubpdqn: April 2012
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A novice Mathematica user exploring Mathematics and Mathematica. Monday, April 30, 2012. Subscribe to: Posts (Atom). Unknown Blogger Pursues Deranged Quest for Normalcy. View my complete profile. Simple template. Template images by gaffera.
ubpdqn: Sudden Cardiac Death in Hypertrophic Cardiomyopathy
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A novice Mathematica user exploring Mathematics and Mathematica. Wednesday, July 23, 2014. Sudden Cardiac Death in Hypertrophic Cardiomyopathy. Subscribe to: Post Comments (Atom). Unknown Blogger Pursues Deranged Quest for Normalcy. Sudden Cardiac Death in Hypertrophic Cardiomyopath. View my complete profile. Simple template. Template images by gaffera.
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Blogs related to this site:. Unknown Blogger Pursues Deranged Quest for Normalcy. Below is an embedded CDF created in Mathematica. It illustrates Sylvester's stamp puzzle. This website aims to explore Mathematical concepts and Mathematica. Create a free website. Create your own free website. Start your own free website. A surprisingly easy drag and drop site creator. Learn more.
ubpdqn: July 2014
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A novice Mathematica user exploring Mathematics and Mathematica. Wednesday, July 23, 2014. Sudden Cardiac Death in Hypertrophic Cardiomyopathy. Subscribe to: Posts (Atom). Unknown Blogger Pursues Deranged Quest for Normalcy. Sudden Cardiac Death in Hypertrophic Cardiomyopath. View my complete profile. Simple template. Template images by gaffera.
ubpdqn: September 2013
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A novice Mathematica user exploring Mathematics and Mathematica. Tuesday, September 3, 2013. Subscribe to: Posts (Atom). Unknown Blogger Pursues Deranged Quest for Normalcy. View my complete profile. Simple template. Template images by gaffera.
ubpdqn: March 2012
http://ubpdqn.blogspot.com/2012_03_01_archive.html
A novice Mathematica user exploring Mathematics and Mathematica. Saturday, March 10, 2012. In this CDF I explore the Gambler's ruin. In the above simulation, 2 gamblers (A and B) each start with half the capital. At each game 1 unit of capital is bet by each. It is illustrated from the viewpoint of player A (player B is the complement). The long run probability and expectation are calculated using the formulas derived from solving the recursive relations with absorbing states as boundary conditions.
ubpdqn: October 2012
http://ubpdqn.blogspot.com/2012_10_01_archive.html
A novice Mathematica user exploring Mathematics and Mathematica. Sunday, October 7, 2012. The stamp puzzle for denominations 4 c and 7 c is illustrate above. The lattice points on the plane z=4x 7y are shown in black. The integer(x,y) pairs are shown in red for given z. The yellow plane (z=17) has no integer solutions in this octant. It has integer solution (-1,3). Note 28 has solutions (7,0) and (0,4) and 56: (14,0),(0,8), (7,4). Subscribe to: Posts (Atom). View my complete profile.
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Enterprise Streaming Media Market Shares, Strategies, and . February 10th, 2012. Enterprise Streaming Media Market Shares, Strategies, and Forecasts, Worldwide, 2011 to 2017. Enterprise Streaming Media Market. WinterGreen Research announces that it has a new study on Streaming Media Software: Market Shares, Strategies, and Forecasts, Worldwide, 2011-2017. The study has 529 pages and 154 tables and figures. Enterprise sales people need to travel for face to face meetings with customers. Everyone else ...
United Bowhunters of PA | Disabled Hunters Program
United Bowhunters Of Pennsylvania. Help disabled hunters from Pennsylvania experience the thrill of hunting. The 2015 Banquet will be held on April 11th, 2015. Check out Tanner Adams Hunt on Mathews TV. Send at least 4 hunters from PA on a guided hunt. Make a substantial donation to the Physically Challenged Bowhunters of America to help sponsor their programs. Support the Hunt Of a Lifetime Organization with a financial donation. Like us on Facebook to keep up with the latest news:. For the next steps.
ubpdqn
A novice Mathematica user exploring Mathematics and Mathematica. Wednesday, July 23, 2014. Sudden Cardiac Death in Hypertrophic Cardiomyopathy. Subscribe to: Posts (Atom). Unknown Blogger Pursues Deranged Quest for Normalcy. Sudden Cardiac Death in Hypertrophic Cardiomyopath. View my complete profile. Simple template. Template images by gaffera.
ubpdqn - Home
Blogs related to this site:. Unknown Blogger Pursues Deranged Quest for Normalcy. Below is an embedded CDF created in Mathematica. It illustrates Sylvester's stamp puzzle. This website aims to explore Mathematical concepts and Mathematica. Create a free website. Start your own free website. A surprisingly easy drag and drop site creator. Learn more.
Unkown Blogger Pursues a Deranged Quest for Normalcy
Unkown Blogger Pursues a Deranged Quest for Normalcy. To Be or Not To Be. Its Not Your Flag. Of All The Souls. I’m No Andy. Better Angels of Our Nature. R statistical computing software (2). Terence Tao’s Blog. Error: Twitter did not respond. Please wait a few minutes and refresh this page. To Be or Not To Be. On April 28, 2015. 8220;We are Groot”. Posted in philosophical rants. Its Not Your Flag. On March 2, 2015. Assumptions can be dangerous things and managers with perverse priorities beware. AndyR...
ubpdqnmathematica.wordpress.com
Unknown Blogger Mathematica | A Novice experiments with Mathematica
A Novice experiments with Mathematica. July 11, 2015. This is post is motivated by a question. On Mathematica Stackexchange and the interesting link. Posted in the question. My previous post. Had subtle errors. This allowed me to play with the higher resolution self referential formula:. Boole[Mod[Floor[Floor[y/61] 2 (-61 x - Mod[y, 61])], 2] = 1]. W[nu ] := ArrayPlot[Table[g[j, k], {k, nu 60, nu, -1}, {j, 0, 375}]. Btupf[s ] := Module[{i, m, r},. I = Rasterize[s, ImageSize - {376, 61}];. Is the function,.
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újpesti bűnmegelőzési polgárőr egyesület
Gyermek és Ifjúságvédelmi Tagozat. Egyesületünk a múltban és a jelenben. Maximálisan támogatják és segítik. Az önként végzett munka meghozza gyümölcsét, hiszen számtalan dícséretben, kitüntetésben és érdemrendben részesült már az egyesület de a legnagyobb elismerést az állampolgárok köszönete jelenti. 1992 november 12-én megalakult az egyesület 43 fővel. 20 év elteltével sem változott. Végezne önkéntes tevékenységet a közbiztonság javításáért és fenntartásáért? Ingyen weboldal készítés - ewk.hu.
újpesti bűnmegelőzési polgárőr egyesület
Gyermek és Ifjúságvédelmi Tagozat. Egyesületünk a múltban és a jelenben. Maximálisan támogatják és segítik. Az önként végzett munka meghozza gyümölcsét, hiszen számtalan dícséretben, kitüntetésben és érdemrendben részesült már az egyesület de a legnagyobb elismerést az állampolgárok köszönete jelenti. 1992 november 12-én megalakult az egyesület 43 fővel. 20 év elteltével sem változott. Üdvözöljük az Újpesti Bűnmegelőzési Polgárőr Egyesület honlapján!
Projet "Un ballon pour l'école", Valence et environs
Instrumentation et suivi de ballon stratosphérique. Ou comment faire de la pédagogie (et un peu de recherche) de façon un peu gonflée. A terminé son vol! La page du vol vous en apprendra plus . Qu'est ce que le "projet ballon" (encore appelé UPBE@Valence)? Il s'agit d'un projet à vocation pédagogique (mais ayant aussi servi de support à des activités de recherche) mené depuis septembre 2007 dans la région de Valence. L'objectif est d'équiper un ballon stratosphérique. Un ballon pour l'école.
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