Hello,
Does anyone know of a solution to this problem?
function[y]=rayleigh_product(x,x2,x3,x4) % For up to 55 storm steps (threshold = 4 in the original case)
global SDSRp_ Tz_Tz_y=(1-exp(-0.5*(x/SDSRp_(x2,x3,x4,1))^2))^(10800/Tz_Tz_(x4,2))... *(1-exp(-0.5*(x/SDSRp_(x2,x3,x4,2))^2))^(10800/Tz_Tz_(x4,3))... *(1-exp(-0.5*(x/SDSRp_(x2,x3,x4,3))^2))^(10800/Tz_Tz_(x4,4))... *(1-exp(-0.5*(x/SDSRp_(x2,x3,x4,4))^2))^(10800/Tz_Tz_(x4,5))... *(1-exp(-0.5*(x/SDSRp_(x2,x3,x4,5))^2))^(10800/Tz_Tz_(x4,6))... *(1-exp(-0.5*(x/SDSRp_(x2,x3,x4,6))^2))^(10800/Tz_Tz_(x4,7))...
And it goes on till 55 parts. The code works now, but it would be useful to have the option of just doing the product of any number of functions. I.e, if I want to do the same analysys with a different data set.
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