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 Problem with infinite product of a function: exp(x) = x * f(x)*f(f(x))*... Balarka Sen Junior Fellow Posts: 25 Threads: 7 Joined: Feb 2013 03/12/2013, 10:01 AM Hi Mr. Helms, If we consider the solution to the infinite product exp(x) = M * x * f(x) * f^[2](x) *..., it has the same solution as the one we get for M = 1 because of the fraction appears in your calculation which makes M/M = 1. So, it's likely that a factor appears but it seems your calculation doesn't counts it. It seems more like the constant of integration but except that it isn't integration - not very useful, but just my 2 cents. Balarka . « Next Oldest | Next Newest »

 Messages In This Thread Problem with infinite product of a function: exp(x) = x * f(x)*f(f(x))*... - by Gottfried - 03/12/2013, 08:58 AM RE: Problem with infinite product of a function: exp(x) = x * f(x)*f(f(x))*... - by Balarka Sen - 03/12/2013, 10:01 AM RE: Problem with infinite product of a function: exp(x) = x * f(x)*f(f(x))*... - by Gottfried - 03/12/2013, 10:13 AM RE: Problem with infinite product of a function: exp(x) = x * f(x)*f(f(x))*... - by tommy1729 - 03/13/2013, 12:12 AM RE: Problem with infinite product of a function: exp(x) = x * f(x)*f(f(x))*... - by tommy1729 - 03/13/2013, 10:52 PM RE: Problem with infinite product of a function: exp(x) = x * f(x)*f(f(x))*... - by Gottfried - 07/17/2013, 09:46 AM

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