Difference between revisions of "User:Jan III Sobieski"

From PrattWiki
Jump to navigation Jump to search
 
(5 intermediate revisions by the same user not shown)
Line 1: Line 1:
  
 
== About Me ==
 
== About Me ==
Current student planning on majoring in Biomedical Engineering and considering adding either Neuroscience or Pre-Med. Still wondering if I will survive Freshman year.
+
Current student planning on majoring in Biomedical Engineering and considering adding either Neuroscience or Pre-Med. Still wondering if I will survive Freshman year. Seems all the more unlikely with each assignment from organic chemistry.
  
 
== Why the Username ==
 
== Why the Username ==
[[File:Jan_Sobieski.jpg|thumb|left|Jan III Sobieksi himself]]
+
[[File:Jan_Sobieski.jpg|thumb|right|Jan III Sobieksi himself]]
Five reasons, in no concrete order
+
Seven reasons, in no concrete order
# Excellent general (I enjoy military history)
+
# Excellent general - I enjoy military history
# That mustache (Seriously, look at it)
+
# That mustache. Seriously, look at it
 
# One of the few good Polish kings of the 17th century (I'm Polish)
 
# One of the few good Polish kings of the 17th century (I'm Polish)
# Something about commanding cavalry with wings (Because that's cool - in my world at least
+
# Something about commanding cavalry with wings. Because that's cool - in my world at least
 
# Battle of Vienna, 1683
 
# Battle of Vienna, 1683
 
+
# Venimus, Vidimus, Deus vicit. Anything harking back to Caesar gets my seal of approval
 
+
# It's also my go-to username
 
 
  
 
== Grand Challenges for Engineering ==
 
== Grand Challenges for Engineering ==
Line 19: Line 18:
  
 
== MatLab Demonstration ==
 
== MatLab Demonstration ==
My favorite MatLab demonstration would have to be the contour plot of the penny. From a visual standpoint, it is the easiest one to understand as it also does not contain any complicated set of commands. It is also interesting to see how something as seemingly simple as a penny can be broken down to be analyzed by a mathematical program.
+
My favorite MatLab demonstration would have to be the contour plot of the penny [http://www.mathworks.com/help/matlab/examples/viewing-a-penny.html]. From a visual standpoint, it is the easiest one to understand, and it also does not contain any complicated set of commands. Furthermore, it is interesting to see how something as seemingly simple as a penny can be broken down and analyzed by a mathematical program. Seeing an actual application of contour plots to the real world (not including topography, that is probably the textbook example) and not for mathematical inquiry, as multivariable calculus sometimes requires.

Latest revision as of 02:13, 12 September 2014

About Me

Current student planning on majoring in Biomedical Engineering and considering adding either Neuroscience or Pre-Med. Still wondering if I will survive Freshman year. Seems all the more unlikely with each assignment from organic chemistry.

Why the Username

Jan III Sobieksi himself

Seven reasons, in no concrete order

  1. Excellent general - I enjoy military history
  2. That mustache. Seriously, look at it
  3. One of the few good Polish kings of the 17th century (I'm Polish)
  4. Something about commanding cavalry with wings. Because that's cool - in my world at least
  5. Battle of Vienna, 1683
  6. Venimus, Vidimus, Deus vicit. Anything harking back to Caesar gets my seal of approval
  7. It's also my go-to username

Grand Challenges for Engineering

A Neuroscientist's Quest to Reverse Engineer the Human Brain, Gareth Cook, Scientific American, created 20 March 2012, accessed 31 August 2014

MatLab Demonstration

My favorite MatLab demonstration would have to be the contour plot of the penny [1]. From a visual standpoint, it is the easiest one to understand, and it also does not contain any complicated set of commands. Furthermore, it is interesting to see how something as seemingly simple as a penny can be broken down and analyzed by a mathematical program. Seeing an actual application of contour plots to the real world (not including topography, that is probably the textbook example) and not for mathematical inquiry, as multivariable calculus sometimes requires.