LyxBlogger – plugin to Lyx that is supposed to upload to your blog. I tried it and it did not work. I am corresponding with the author hoping to push a solution whether it is me or the software.
Once upon a time in a galaxy called Ooc there lived a computer named R.J. Drofnats- or "R. J." as he preferred to be called-was happiest when hewas ate work typesetting beautiful documents.
Be flexible: There appears to be a tendency to focus on a subset of techniques using only rows. Use the solver to work through some examples. Observe casually the techniques used and note which ones you have been skipping or not using enough.
Use your eyes to find probabilistic soft entry spots. For example well populated row that passes through a well populated square.
Using the solver paper makes more work. It is useful to observe patterns but gets in the way too.
Solve your sudoku using this paper. Circle the given square number. X out the eliminated values of the square. The following jpg image is sized to print out on 8.5 x 11 paper
I always wondered why a freeway with no accidents or other driver diversions such as a policeman pulling over a speeder can come to an almost complete halt. I think if have figured out this mystery. The following graph is velocity versus distance on a freeway. Here in Phoenix there is a location on the freeway where you can be driving at a normal highway rate and then encounter a traffic jam. Once through the 4 miles of the traffic jam the freeway opens up again to acceptable conditions.
Note the oscillatory behavior in the jammed area where cars alternate between a maximum low speed and complete stop.
Genetic code is reused in exactly the same manner human programmers reuse code. Thus once some random string of genetic coding is found useful there is a process that preserves it from change. That change is called survival. If it is a random string with no purpose then it is swept from the system by error. Error is death. Thus if you sequence the human genome you can compare useful portions with those of widely separated animals such as mice and find almost identical code.
Gill Bejerano holds a BSc, summa cum laude, in Mathematics, Physics, and Computer Science, and a PhD in Computer Science from the Hebrew University of Jerusalem, Israel. Twice recipient of the RECOMB best paper by a young scientist award, and a former Eshkol pre-doctoral Scholar and HHMI postdoc. As co-discoverer of ultraconserved elements, his research focuses on deciphering the function and evolution of the non-coding regions of the Human Genome. Gill is currently a postdoc with David Haussler at UC Santa Cruz, and in early 2007 he will join Stanford university as an Assistant Professor in the Department of Developmental Biology and the Department of Computer…
Louis DeBroglie does not get the credit he deserves for original thinking in quantum machanics – DeBroglie thesis paper – he won the Nobel Prize in 1929 for very good reasons which you will see if you read his thesis paper.
Relatively simple setup uses spontaneous parametric downconversion of photon to create 2 photons that are entangled. Then these are sent to 2 single photon detectors. If you have any of the parts or pieces of this setup for sale I would be interested in buying.
A reasonable strategy for learning QED would be to try to recreate Richard Feynman's path of discovery that lead him to his thesis paper. If you are an electrical or computer engineer you should probably set about the task of learning the subject for sooner or later quantum computing and nanotechnology are going to go mainstream. If I am successful in learning this subject it will mark the first time I have not been at least 10 years behind the technology curve when it finally hits.
— The following summary is from his Nobel prize address in 1965 and yields some insight as to how he went about the problem of reformulating QED into a more usable form. It includes some information about the wrong turns he took which of course is very instructive in and of itself. —
Show that the curve: contains only one set of three distinct points, A, B, and C, which are vertices of an equilateral triangle, and find its area. The “curve” is actually reducible, because the left side factors as Moreover, the second factor is so it only vanishes at . Read more…
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