Difference between revisions of "User:Esb21"
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==Grand Challenges Article== | ==Grand Challenges Article== | ||
[http://www4.utsouthwestern.edu/gaolab/Pictures/Publication%20pdfs/66_Sumer_Nanomed.pdf Theranostic Nanomedicine for Cancer], Baran Sumer and Jinming Gao, UT Southwestern, Nanomedicine Vol. 3 No. 2 2008, accessed 29 August 2012 (Engineering Better Medicine) | [http://www4.utsouthwestern.edu/gaolab/Pictures/Publication%20pdfs/66_Sumer_Nanomed.pdf Theranostic Nanomedicine for Cancer], Baran Sumer and Jinming Gao, UT Southwestern, Nanomedicine Vol. 3 No. 2 2008, accessed 29 August 2012 (Engineering Better Medicine) | ||
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| + | ==Favorite MATLAB Demo== | ||
| + | My favorite MATLAB demo was "Inverses of Matrices." While I had learned about matrices and their inverses before, I thought it was really interesting how they chose to represent the matrices graphically. It was interesting to see how different colors represented different numbers, and how those colors/numbers multiplied together gave a black square with a white diagonal, the graphical representation of the identity matrix. | ||
Latest revision as of 19:01, 3 September 2012
About Me
My name is Elizabeth Buckley, and I'm currently a freshman in Pratt. I've lived in Durham, NC for my whole life, and now I get to spend the next four years here, too. Exciting, right? Really though, I couldn't be happier at Duke. I know I'll have many great experiences here, and I can't wait to see what's in store for me.
Interests and Hobbies
I have done Irish dance for the past 11 years. It's what I love to do most, and I definitely want to join the Irish dance club here at Duke (there is one, I checked!). I also enjoy cooking, baking, and traveling.
Grand Challenges Article
Theranostic Nanomedicine for Cancer, Baran Sumer and Jinming Gao, UT Southwestern, Nanomedicine Vol. 3 No. 2 2008, accessed 29 August 2012 (Engineering Better Medicine)
Favorite MATLAB Demo
My favorite MATLAB demo was "Inverses of Matrices." While I had learned about matrices and their inverses before, I thought it was really interesting how they chose to represent the matrices graphically. It was interesting to see how different colors represented different numbers, and how those colors/numbers multiplied together gave a black square with a white diagonal, the graphical representation of the identity matrix.
