| Author |
Comment/Response |
dcnicholls
|
 10/26/11 07:27am
I'm really *really* new to Mathematica, and I'm 3D plotting the function
(x*(1 + x)^(-1 - k)*Gamma[1 + k])/(Gamma[-0.5 + k] * k^1.5) for {x,0,6} and {k,1.5,5}. This works fine.
However, for each value of k I want to normalize each '2D' x slice so that the x-peak value stays constant (=1.0) for all k.
I tried the following, using MaxValue:
Plot3D[((x*(1 + x)^(-1 - k)*Gamma[1 + k])/(Gamma[-0.5 + k] *
k^1.5))/MaxValue[{((x*(1 + x)^(-1 - k)*Gamma[1 + k])/(Gamma[-0.5 + k] * k^1.5)),1.5<k<5},{x}], {x, 0, 6}, {k, 1.5, 5}]
but get error messages relating to "MaxValue::ivar: 0.00012257142857142857` is not a valid variable..."
How do I solve this?
Thanks
DN
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