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Thinking Aloud :: CS Education

Thinking Aloud : CS Education. November 22, 2011. Often we look at a sleek proof and wonder how someone could have come up with it. Expositions that demystify the problem solving process are extremely rare, even in educational articles. That’s why you should take a look at this excellent piece by Gowers’ on how to prove, (or rather how you could have proved) the fundamental theorem of arithmetic. Can we attempt something similar in core CS topics? July 22, 2011. Counterexamples to on-line algorithms.

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Thinking Aloud : CS Education. November 22, 2011. Often we look at a sleek proof and wonder how someone could have come up with it. Expositions that demystify the problem solving process are extremely rare, even in educational articles. That’s why you should take a look at this excellent piece by Gowers’ on how to prove, (or rather how you could have proved) the fundamental theorem of arithmetic. Can we attempt something similar in core CS topics? July 22, 2011. Counterexamples to on-line algorithms.
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Thinking Aloud :: CS Education | researchwiki.wordpress.com Reviews

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Thinking Aloud : CS Education. November 22, 2011. Often we look at a sleek proof and wonder how someone could have come up with it. Expositions that demystify the problem solving process are extremely rare, even in educational articles. That’s why you should take a look at this excellent piece by Gowers’ on how to prove, (or rather how you could have proved) the fundamental theorem of arithmetic. Can we attempt something similar in core CS topics? July 22, 2011. Counterexamples to on-line algorithms.

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Conference and Journal Rankings | Thinking Aloud :: CS Education

https://researchwiki.wordpress.com/2011/01/31/conference-and-journal-rankings

Thinking Aloud : CS Education. Well written theory papers. Some nice journals to browse →. Conference and Journal Rankings. January 31, 2011. Place to find the rankings of computer science related conferences and journals: CORE. This entry was posted in resources. Well written theory papers. Some nice journals to browse →. 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). Notify me of new comments via email.

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Well written theory papers | Thinking Aloud :: CS Education

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Thinking Aloud : CS Education. Conference and Journal Rankings →. Well written theory papers. January 8, 2011. There is plenty of good advice on the net about how to write papers. I would like to supplement that with some exemplars. Here is a short list:. Minimum spanning tree with bounded degree. Geometry, Cuts and Flows. By Sanjeev Arora, Satish Rao and Umesh Vazirani. (Survey paper outlining different techniques used to solve the sparsest cut problem.). Undirected s-t connectivity in log-space.

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Thinking Aloud :: CS Education | Page 2

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Thinking Aloud : CS Education. Newer posts →. January 7, 2011. How to present a pattern? Some useful guidelines. http:/ www.informaworld.com/smpp/title db=all content=g714015918. A book on CS Education research: http:/ www.amazon.com/Computer-Science-Education-Research-Fincher/dp/9026519699. It’s published in 2003, so it may not reflect the state of current research. A Methodological Review of Computer ScienceEducation Research. By Randolf, 2008. Describes a template that I can use to present my technique.

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Some nice journals to browse | Thinking Aloud :: CS Education

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Thinking Aloud : CS Education. Conference and Journal Rankings. Papers: Feb →. Some nice journals to browse. February 1, 2011. This entry was posted in resources. Conference and Journal Rankings. Papers: Feb →. 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. Notify me of new comments via email.

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Expository Articles | Thinking Aloud :: CS Education

https://researchwiki.wordpress.com/2011/11/22/expository-articles

Thinking Aloud : CS Education. November 22, 2011. Often we look at a sleek proof and wonder how someone could have come up with it. Expositions that demystify the problem solving process are extremely rare, even in educational articles. That’s why you should take a look at this excellent piece by Gowers’ on how to prove, (or rather how you could have proved) the fundamental theorem of arithmetic. Can we attempt something similar in core CS topics? This entry was posted in Ideas. Leave a Reply Cancel reply.

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Thinking Aloud :: CS Education

Thinking Aloud : CS Education. November 22, 2011. Often we look at a sleek proof and wonder how someone could have come up with it. Expositions that demystify the problem solving process are extremely rare, even in educational articles. That’s why you should take a look at this excellent piece by Gowers’ on how to prove, (or rather how you could have proved) the fundamental theorem of arithmetic. Can we attempt something similar in core CS topics? July 22, 2011. Counterexamples to on-line algorithms.

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