Cantitruncated 24-cell honeycomb: Difference between revisions

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In mathematics a '''Cauchy–Euler operator''' is a [[differential operator]] of the form <math>p(x)\cdot{d \over dx}</math><ref>{{cite book|last=Ross|first=Clay C|title=Differential Equations =: An Introduction with Mathematica &reg;|year=2004|publisher=Springer|isbn=9781441919410}}</ref> for a polynomial&nbsp;''p''. It is named after [[Augustin-Louis Cauchy]] and [[Leonhard Euler]].  The simplest example is that in which ''p''(''x'')&nbsp;=&nbsp;''x'', which has eigenvalues ''n''&nbsp;=&nbsp;0,&nbsp;1,&nbsp;2,&nbsp;3,&nbsp;... and corresponding eigenfunctions ''x''<sup>''n''</sup>.
Analyst Programmer Roman Kamm from Wrigley, likes snowshoeing, property developers [http://www.breda.nl/users/laraebillingsley new condos in singapore] singapore and collecting artwork. Advocates that you go to Bidaa Bint Saud and Oases Areas).
 
== See also ==
* [[Cauchy–Euler equation]]
* [[Sturm–Liouville theory]]
 
== References ==
{{reflist}}
 
{{DEFAULTSORT:Cauchy-Euler operator}}
[[Category:Differential operators]]
 
 
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Latest revision as of 03:28, 3 November 2014

Analyst Programmer Roman Kamm from Wrigley, likes snowshoeing, property developers new condos in singapore singapore and collecting artwork. Advocates that you go to Bidaa Bint Saud and Oases Areas).

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