Peter Beerli's Classes

Revision as of 04:40, 24 February 2014

February 24, 2014: Introduction Using OOP to develop a fully functional class that can handle rational numbers. Introduction to better program production design.
February 10-21, 2014: Introduction to object orientated programming.
January 27, 31 and Feb 3, 5., and 7 2014: Solving non-linear equations numerically, working a program to find the root of a function using bisection and newton method. Discussion of potential convergence problems with these root finders.
January 17 and 24 2014: Implementation of a general Monte Carlo integration program, scavenging from the Pi program we wrote earlier. (added exercises1 to the Miscellaneous page)
January 22 2014: Implementation of the for the Monte Carlo estimation of Pi (Several stages of the code)
January 15 2014: General Monte Carlo integration and implementation of the Pi program
January 13 2014: Monte Carlo integration and evaluation of Pi
January 10 2014: Netbeans and First C++ program . UNIX shell cheat sheet
January 8 2014: UNIX commandline
January 6 2014: Introduction

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 ([[ISC-3313 | Overview]] | [[isc3313_syllabus | Syllabus]] | [[isc3313_schedule | Schedule]] | [[isc3313_lectures | Lectures]] |  [[isc3313_assign | Assignments]] | [[isc3313_project | Project]] | [[isc3313_misc | Misc]])
-*February 10 2014:  [http://www.peterbeerli.com/classdata/ISC3313/lectures/lecture_021014oop.pdf Introduction] to object orientated programming.
+*February 24, 2014:  [http://www.peterbeerli.com/classdata/ISC3313/lectures/lecture_022414math.pdf Introduction] Using OOP to develop a fully functional class that can handle rational numbers. Introduction to better program production design.
+*February 10-21, 2014:  [http://www.peterbeerli.com/classdata/ISC3313/lectures/lecture_021014oop.pdf Introduction] to object orientated programming.
 * January 27, 31 and Feb 3, 5., and 7 2014:  [http://www.peterbeerli.com/classdata/ISC3313/lectures/lecture_012714equations.pdf Solving non-linear equations numerically], working a program to find the root of a function using bisection and newton method. Discussion of potential convergence problems with these root finders.
 * January 17 and 24 2014: Implementation of a general Monte Carlo integration program, scavenging from the Pi program we wrote earlier. (added exercises1 to the [[isc3313_misc | Miscellaneous]] page)