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The Algorithmic Lens

Projections onto a Convex Body. August 23, 2010. And an affine subspace. One can obviously define other notions of projection but the above is probably the most commonly used in geometry. If. Then the projected point. Is the unique point in. Such that the vector. Also is well known that projecting any segment to an affine subspace can only shrink its length. The proofs of these facts are easy to see. But in fact these facts are just corollaries of the following two results. There is a unique point. To se...

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The Algorithmic Lens | cstheory.wordpress.com Reviews
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Projections onto a Convex Body. August 23, 2010. And an affine subspace. One can obviously define other notions of projection but the above is probably the most commonly used in geometry. If. Then the projected point. Is the unique point in. Such that the vector. Also is well known that projecting any segment to an affine subspace can only shrink its length. The proofs of these facts are easy to see. But in fact these facts are just corollaries of the following two results. There is a unique point. To se...
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The Algorithmic Lens | cstheory.wordpress.com Reviews

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Projections onto a Convex Body. August 23, 2010. And an affine subspace. One can obviously define other notions of projection but the above is probably the most commonly used in geometry. If. Then the projected point. Is the unique point in. Such that the vector. Also is well known that projecting any segment to an affine subspace can only shrink its length. The proofs of these facts are easy to see. But in fact these facts are just corollaries of the following two results. There is a unique point. To se...

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July | 2010 | The Algorithmic Lens

https://cstheory.wordpress.com/2010/07

July 20, 2010. I spent this weekend working on and off a very interesting IMO problem – problem 6 from IMO 2006. You can find that here. It was a real hard nut and only led to a crushed ego😦. Let me first describe the problem and a result I managed to prove in this direction, which was however much weaker than the problem statement. IMO 2006 Problem 6 :. Assign to each side. Of a convex polygon. The maximum area of a triangle that has. As a side and is contained in. Is at least twice the area of. With a...

2

Jung’s Theorem | The Algorithmic Lens

https://cstheory.wordpress.com/2010/08/07/jungs-theorem

Given a set of points of diameter. It is trivial to see that it can be covered by a ball of radius. But the following theorem by Jung improves the result by a factor of about. And is the best possible. Theorem 1 [ Jung’s Theorem:. Be a set of points in. Then there is a ball of radius. Proof: We first prove this theorem for sets of points. And then extend it to an arbitrary point set. If. Then the smallest ball enclosing. Exists. We assume that its center is the origin. Denote its radius by. Then we have,.

3

Hello again! | The Algorithmic Lens

https://cstheory.wordpress.com/2010/02/06/hello-again

It has been one and a half years since I made a post. The last post was on the tensor Calculus. While I have still not dropped plans to complete the series at some point of time, I think it is simply unsustainable for me right now. I have pondered once in a while at the reason why I stopped blogging and here are some possible reasons. 2 I tend to plan quiet a lot before writing. This perfectionist attitude did not work well for me. You can follow any responses to this entry through the RSS 2.0. You are c...

4

August | 2010 | The Algorithmic Lens

https://cstheory.wordpress.com/2010/08

Projections onto a Convex Body. August 23, 2010. And an affine subspace. One can obviously define other notions of projection but the above is probably the most commonly used in geometry. If. Then the projected point. Is the unique point in. Such that the vector. Also is well known that projecting any segment to an affine subspace can only shrink its length. The proofs of these facts are easy to see. But in fact these facts are just corollaries of the following two results. There is a unique point. To se...

5

Some pointers for computer troublebombarding … | The Algorithmic Lens

https://cstheory.wordpress.com/2010/03/06/some-pointers-for-computer-troublebombarding

Some pointers for computer troublebombarding …. 1) QTParted – free software for resizing partitions (it can handle NTFS partitions) found in Knoppix Free CD. 2) Vista Recovery CD – available at http:/ neosmart.net/blog/2008/windows-vista-recovery-disc-download/. It is good to have these handy – keep a copy of the softwares on a CD and a printout of the document. They can save hours of your time (and lot of sanity) sometimes. You can follow any responses to this entry through the RSS 2.0. Next Post ».

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CUCEI MATHS | ianmarqz

https://juanmarqz.wordpress.com/cucei-maths

UNA VISIÓN GLOBAL DE LAS ACTIVIDADES MATEMÁTICAS EN EL CUCEI. Elementales (comunes y corrientes, medianas…). Considera entonces que la licenciatura es un solo tramo del camino que te llevará al territorio donde tus pasión será completamente satisfecha : ). La inteligencia es la capacidad global y total para resolver problemas de la vida cotidiana, para implementar soluciones, para dar y cobrar servicios, para trabajar sólos o en equipo y lograr metas planteadas, para vivir con bienestar…. La inteligencia...

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Pascal’s Rule and double induction | ianmarqz

https://juanmarqz.wordpress.com/2015/03/12/pascals-rule-and-double-induction

Primer parcial, examen de multi. Short exact sequence and center →. 2015/03/12 · 21:49. Pascal’s Rule and double induction. Is a set with. Follow the link pascalbernoulli. For a double induction proof. Primer parcial, examen de multi. Short exact sequence and center →. 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. Notify me of new comments via email.

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splitting into handlebodies | ianmarqz

https://juanmarqz.wordpress.com/2015/06/17/splitting-into-handlebodies

Short exact sequence and center. A level surface →. 2015/06/17 · 13:39. Tagged as low dimensional topology. Short exact sequence and center. A level surface →. 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. Menos que treinta años. Einstei...

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CAT & JOKES | ianmarqz

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Category theory, the axiomatic-deductive knowledge about structures and the relation among them, has became a standar fashion to organize maths aujourd’hui. There are also relations inter categories, zumbeispiel, a function. That assigns to each. Arc-connected space its fundamental group. Http:/ i20.photobucket.com/albums/b215/J1m Cr0w/spidey.jpg. Http:/ www.lanacion.com.ar/anexos/fotos/09/903209.JPG. Http:/ upload.wikimedia.org/wikipedia/commons/9/9d/Pffffft.gif. Drawinghand4, drawinhand 7,drawinhand3,.

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primer parcial, examen de multi | ianmarqz

https://juanmarqz.wordpress.com/2015/02/27/primer-parcial-examen-de-multi

Three jordan two-by-two matrices and exponential. Pascal’s Rule and double induction →. 2015/02/27 · 10:00. Primer parcial, examen de multi. Three jordan two-by-two matrices and exponential. Pascal’s Rule and double induction →. 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. Menos que treinta años.

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short exact sequence and center | ianmarqz

https://juanmarqz.wordpress.com/2015/05/22/short-exact-sequence-and-center

Pascal’s Rule and double induction. Splitting into handlebodies →. 2015/05/22 · 14:15. Short exact sequence and center. Be a short exact sequence, if the center. Pascal’s Rule and double induction. Splitting into handlebodies →. 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. Menos que treinta años.

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ianmarqz | weblog on math and images | Page 2

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Newer posts →. 2015/01/10 · 12:47. La siguiente lámina establece un lema vital para una demostración “más contemporánea” del Teorema de Sylow 1. Tagged as número primo. 2014/12/10 · 17:10. Maybe, for the presentation. Is this the its Cayley’s graph? Tagged as Cayley diagram. 2014/10/12 · 13:20. A poem, a strategic lemma. By employing the Double Coset Counting Formula. We deduce it is. Double coset counting formula. 2014/10/03 · 08:34. When bivectors are defined by. So, for two generic covectors. Notas de...

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three jordan two-by-two matrices and exponential | ianmarqz

https://juanmarqz.wordpress.com/2015/01/25/three-jordan-two-by-two-matrices-and-exponential

Primer parcial, examen de multi →. 2015/01/25 · 18:48. Three jordan two-by-two matrices and exponential. How many three-by-three forms are there? Primer parcial, examen de multi →. 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. Einstein-P...

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Theoretical Computer Science Jobs

Theoretical Computer Science Jobs. Follow Blog via Email. Enter your email address to follow this blog and receive notifications of new posts by email. Follow Theoretical Computer Science Jobs on WordPress.com. Lecturer in Theoretical Computer Science at Georgia Institute of Technology (apply by June 30, 2015). Postdoc at EPFL (apply by May 31). Postdoc at Teesside University, UK (apply by April 22). Postdoc at Northeastern University (apply by April 5). Posting an ad on cstheory-jobs. November 10, 2014.

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Stack Exchange Theoretical Computer Science Blog

Theoretical Computer Science Meta. Explore other Stack Exchange communities. This page is an archive of this blog, and is presented for historical purposes only. Arguments that are too clever for their own good. I think I was around 12 when I read about the famous thought experiment by Galileo that disproved the old notion of Aristotle that heavier bodies fall faster than lighter ones. Just a clever way of arranging thoughts. Two questions then for you dear readers. Before embarking on the proof journey,...

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The only reason I'm holding onto this site is because I thought I'd eventually donate it to a good cause. In the meantime I suggest looking at cstheory.stackexchange.com. In the meantime since geocities.com has gone away, I've decided to expose a copy of Larry Stockmeyer's geocities site. That might be a good long term use for this site - to archive the web sites of past theoretical computer scientists.

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Carter's Page - Carter's Home Page

Carter's Site - Carter's Home Page. I’m Carter Schonwald, a computer scientist. Right now I’m collecting novel algorithmic and mathematical problems in their native industrial habitat, they’re quite fun to spot in their natural unformalized state. Later I think I shall climb back into my tower and analyze them in the laboratory. This webpage contains links to some of the my work and thoughts (or will soon). Enjoy!

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The Algorithmic Lens

Projections onto a Convex Body. August 23, 2010. And an affine subspace. One can obviously define other notions of projection but the above is probably the most commonly used in geometry. If. Then the projected point. Is the unique point in. Such that the vector. Also is well known that projecting any segment to an affine subspace can only shrink its length. The proofs of these facts are easy to see. But in fact these facts are just corollaries of the following two results. There is a unique point. To se...

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