Results 1 to 1 of 1

Thread: relation between Hermite and associated laguerre

LinkBack
- LinkBack URL
- About LinkBacks
Thread Tools
- Show Printable Version
- Subscribe to this Thread…
Display
- Linear Mode
- Switch to Hybrid Mode
- Switch to Threaded Mode

March 16th 2012, 01:59 AM #1

Suvadip

Junior Member

Joined

Feb 2010

Posts

50

relation between Hermite and associated laguerre

Please help me in proving

$H_{2n}(x)=(-1)^n2^{2n}n!L_n^{(-1/2)}(x^2)$

where $H_n$ is the Hermite polynomial and $L_n^{(-1/2)}$ is the associated Laguerre polynomial

Follow Math Help Forum on Facebook and Google+

« Help with Angular Momentum | convergence help »

Similar Math Help Forum Discussions

relation between Hermite polynomial and associated Laguerre polynomial

Posted in the Differential Equations Forum

Replies: 0
Last Post: March 15th 2012, 04:31 AM
Recurrence Relations for Laguerre Polynomials

Posted in the Calculus Forum

Replies: 1
Last Post: November 24th 2011, 09:41 PM
Laguerre's Differential Equation

Posted in the Differential Equations Forum

Replies: 1
Last Post: September 18th 2010, 08:59 AM
Laguerre differential equation

Posted in the Calculus Forum

Replies: 3
Last Post: May 1st 2008, 02:48 AM
Hermite Polynomials

Posted in the Advanced Applied Math Forum

Replies: 2
Last Post: May 5th 2007, 06:43 PM

Search Tags

hermite, laguerre, relation

Copyright © 2005-2013 Math Help Forum. All rights reserved.