Difference between revisions of "User:Jhl34"
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One of the challenges in the Grand Challenges for Engineering is to create Nuclear Fusion and get energy: | One of the challenges in the Grand Challenges for Engineering is to create Nuclear Fusion and get energy: | ||
:[http://www.spiegel.de/international/europe/nuclear-fusion-energy-of-the-stars-with-no-emissions-a-599211.html Nuclear Fusion: Energy of the Stars, With No Emissions], Spiegel Online International, created 2 January 2009, accessed 9 September 2012 (General) | :[http://www.spiegel.de/international/europe/nuclear-fusion-energy-of-the-stars-with-no-emissions-a-599211.html Nuclear Fusion: Energy of the Stars, With No Emissions], Spiegel Online International, created 2 January 2009, accessed 9 September 2012 (General) | ||
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| + | ==MATLAB Demonstrations== | ||
| + | My favorite MATLAB demonstration was definitely the Game of Life demonstration under the 'Other Demos' category. The Game of Life consisted of little dots moving across the screen, running into each other, and forming diamond patterns that allowed them to stay near each other. At points, some dots died and went away, whereas others came to live and spread into less densely populated areas. This was my favorite because MATLAB visually demonstrated how the coexistence of beings would play out over time if they were given specific constraints on where they could live, how they could die, and where they could move. In a way, MATLAB was able to demonstrate how some generations of people throughout history could have migrated from one area of the globe to another. I think the other imaging programs on MATLAB are cool, but the Game of Life is so uniquely awesome because it can visually show the chronological movement of pixels that emulate living bodies which are held to constraints. | ||
==I Don't Know What Else to Put Here== | ==I Don't Know What Else to Put Here== | ||
Latest revision as of 02:34, 10 September 2012
Contents
ALL ABOUT JULIAN
I come from Charlottesville, Virginia and I am currently a freshman at Duke. I have created this page because I was told to do it or else... Why are only two restaurants at Duke open 24/7? Why does Chick-Fil-A close so early?
Cool Stuff
This is the illest stuff on the planet:
- bunny rabbits
- specifically english lops
- chocolate
- more chocolate
- music
- anything really, even new-age dubstep
School Stuff
Here is the link to somewhere we can mess around with editing Wikipedia pages: Sandbox
The guy who teaches my EGR103 Lecture and Lab is Michael Gustafson [1]
This is my school Duke University
Numbered lists
Top five reasons I should try to be Batman
- Sweet car
- Really rich
- Beat up bad guys and arrive on time for a nice dinner at my personally owned restaurant
- And I get my own table even if the restaurant is full
- I get sweet gadgets
- RESPECT
Grand Challenges
One of the challenges in the Grand Challenges for Engineering is to create Nuclear Fusion and get energy:
- Nuclear Fusion: Energy of the Stars, With No Emissions, Spiegel Online International, created 2 January 2009, accessed 9 September 2012 (General)
MATLAB Demonstrations
My favorite MATLAB demonstration was definitely the Game of Life demonstration under the 'Other Demos' category. The Game of Life consisted of little dots moving across the screen, running into each other, and forming diamond patterns that allowed them to stay near each other. At points, some dots died and went away, whereas others came to live and spread into less densely populated areas. This was my favorite because MATLAB visually demonstrated how the coexistence of beings would play out over time if they were given specific constraints on where they could live, how they could die, and where they could move. In a way, MATLAB was able to demonstrate how some generations of people throughout history could have migrated from one area of the globe to another. I think the other imaging programs on MATLAB are cool, but the Game of Life is so uniquely awesome because it can visually show the chronological movement of pixels that emulate living bodies which are held to constraints.
I Don't Know What Else to Put Here
Believe it or not, 1=2 [2]
