Difference between revisions of "User:Atm8119"
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''Understanding the Batman Curve'' | ''Understanding the Batman Curve'' | ||
| − | + | http://ow.ly/S9y2T ;Answered by ShreevatsaR, StackExchange, 30 July 2011, accessed 13 August 2015 | |
EGR103 Assignment 1: | EGR103 Assignment 1: | ||
| − | + | http://biocomp.stanford.edu/images/Virtual_Reality_Based_Surgical_Assistance.pdf, Kevin Montgomery PhD; Guillaume Thonier; Michael Stephanides MD; Stephen Schendel MD DDS, Stanford University, 19 April 2010, accessed 13 August 2015 | |
EGR103 Assignment 2: | EGR103 Assignment 2: | ||
My favorite demonstration was the "3-D Surface Plots" page because it explained in detail one of the most powerful parts of Matlab in terms of data analysis and graphical visualization. Knowing how to create both mesh-grids and surface plots can expand the power of manipulating variables into three dimensions which is infinitely more applicable in real world calculations. | My favorite demonstration was the "3-D Surface Plots" page because it explained in detail one of the most powerful parts of Matlab in terms of data analysis and graphical visualization. Knowing how to create both mesh-grids and surface plots can expand the power of manipulating variables into three dimensions which is infinitely more applicable in real world calculations. | ||
Latest revision as of 02:45, 14 September 2015
Understanding the Batman Curve http://ow.ly/S9y2T ;Answered by ShreevatsaR, StackExchange, 30 July 2011, accessed 13 August 2015
EGR103 Assignment 1:
http://biocomp.stanford.edu/images/Virtual_Reality_Based_Surgical_Assistance.pdf, Kevin Montgomery PhD; Guillaume Thonier; Michael Stephanides MD; Stephen Schendel MD DDS, Stanford University, 19 April 2010, accessed 13 August 2015
EGR103 Assignment 2: My favorite demonstration was the "3-D Surface Plots" page because it explained in detail one of the most powerful parts of Matlab in terms of data analysis and graphical visualization. Knowing how to create both mesh-grids and surface plots can expand the power of manipulating variables into three dimensions which is infinitely more applicable in real world calculations.
