Difference between revisions of "User:Akk25"
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I am a [http://en.wikipedia.org/wiki/Kenya Kenyan] first-year student at [http://www.duke.edu Duke University] and I intend to major in [http://www.ee.duke.edu Electrical and Computer Engineering]. | I am a [http://en.wikipedia.org/wiki/Kenya Kenyan] first-year student at [http://www.duke.edu Duke University] and I intend to major in [http://www.ee.duke.edu Electrical and Computer Engineering]. | ||
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| + | == Name pronunciation == | ||
| + | My first name - Allan - is quite common and most people are comfortable with that. If you really want to make my day by using my second name, Kiplagat, say it like 'KIP (like in skip) -LAH (just as you see it) - GAT (similar to got)". I hope that helps! | ||
| + | |||
| + | == [[Grand Challenges for Engineering]] Articles == | ||
| + | [http://www.gizmag.com/stretching-tough-cartilage-hydrogel/24050/ Tough, super-stretchy hydrogel could be used to replace cartilage] Ben Coxworth , Gizmag, updated 7 September 2012, accessed 9 September 2012 (Engineer better medicines) | ||
| + | |||
| + | == Favorite MATLAB demonstration == | ||
| + | I liked ''Inverses of Matrices'' because the graphical representation of a random matrix, its inverse and resultant identity matrix after multiplication is quite intriguing. | ||
Latest revision as of 22:39, 9 September 2012
Contents
About me
I am a Kenyan first-year student at Duke University and I intend to major in Electrical and Computer Engineering.
Name pronunciation
My first name - Allan - is quite common and most people are comfortable with that. If you really want to make my day by using my second name, Kiplagat, say it like 'KIP (like in skip) -LAH (just as you see it) - GAT (similar to got)". I hope that helps!
Grand Challenges for Engineering Articles
Tough, super-stretchy hydrogel could be used to replace cartilage Ben Coxworth , Gizmag, updated 7 September 2012, accessed 9 September 2012 (Engineer better medicines)
Favorite MATLAB demonstration
I liked Inverses of Matrices because the graphical representation of a random matrix, its inverse and resultant identity matrix after multiplication is quite intriguing.
