Editing Lagrange multiplier (section)

=== Additional text and interactive applets ===

* {{cite web
 |author=Resnik
 |title=Simple explanation with an example of governments using taxes as Lagrange multipliers
 |website=umiacs.umd.edu
 |publisher=[[University of Maryland]]
 |url=http://www.umiacs.umd.edu/~resnik/ling848_fa2004/lagrange.html
}}
* {{cite web
 |author=Klein, Dan 
 |title=Lagrange multipliers without permanent scarring] Explanation with focus on the intuition
 |website=nlp.cs.berkeley.edu
 |publisher=[[University of California, Berkeley]]
 |url=http://nlp.cs.berkeley.edu/tutorials/lagrange-multipliers.pdf
}}
* {{cite web
 |author=Sathyanarayana, Shashi 
 |title=Geometric representation of method of Lagrange multipliers
 |type=''Mathematica'' demonstration
 |website=wolfram.com
 |publisher=[[Wolfram Research]]
 |url=http://demonstrations.wolfram.com/GeometricRepresentationOfMethodOfLagrangeMultipliers
 |quote=Needs Internet Explorer / Firefox / Safari.
}} — Provides compelling insight in 2&nbsp;dimensions that at a minimizing point, the direction of steepest descent must be perpendicular to the tangent of the constraint curve at that point.
* {{cite web
 |title=Lagrange multipliers – two variables
 |type=Applet
 |website=MIT Open Courseware (ocw.mit.edu)
 |publisher=[[Massachusetts Institute of Technology]]
 |url=http://ocw.mit.edu/ans7870/18/18.02/f07/tools/LagrangeMultipliersTwoVariables.html 
}}
* {{cite web
 |title=Lagrange multipliers
 |date=Fall 2007
 |type=video lecture 
 |series=Mathematics 18-02: Multivariable calculus
 |volume=Lecture&nbsp;13 
 |website=MIT Open Courseware (ocw.mit.edu)
 |publisher=[[Massachusetts Institute of Technology]]
 |url=http://ocw.mit.edu/courses/mathematics/18-02-multivariable-calculus-fall-2007/video-lectures/lecture-13-lagrange-multipliers/
}}
* {{cite web
 |author=Bertsekas
 |title=Details on Lagrange multipliers
 |type=slides / course lecture
 |series=Non-Linear Programming
 |volume=Lectures&nbsp;11 and 12
 |website=athenasc.com
 |url=http://www.athenasc.com/NLP_Slides.pdf
}} — Course slides accompanying text on nonlinear optimization
* {{cite web
 |author=Wyatt, John
 |date=7 April 2004 |orig-date=19 November 2002
 |title=Legrange multipliers, constrained optimization, and the maximum entropy principle
 |website=www-mtl.mit.edu
 |series={{nobr|Elec E & C S / Mech E 6.050}} – Information, entropy, and computation 
 |volume=Unit&nbsp;9
 |url=http://www-mtl.mit.edu/Courses/6.050/2004/unit9/wyatt.apr.7.pdf
}} — Geometric idea behind Lagrange multipliers
* {{cite web
 |title=Using Lagrange multipliers in optimization
 |date=2011-12-24
 |type=MATLAB example
 |website=matlab.cheme.cmu.edu
 |publisher=Carnegie Mellon University
 |place=Pittsburgh, PA 
 |url=http://matlab.cheme.cmu.edu/2011/12/24/using-lagrange-multipliers-in-optimization/
}}

{{Calculus topics}}
{{Joseph-Louis Lagrange}}
{{authority control}}

[[Category:Multivariable calculus]]
[[Category:Mathematical optimization]]
[[Category:Mathematical and quantitative methods (economics)]]