Dear R experts
Please do you have any idea about how this summation can be written in R(the
equation can be viewed in the following link):
http://s16.postimg.org/or2km30ph/equation.jpg
I've tried out out this code but it gave me error for writing brackets in
function of summation:
>>>
x=mat
Dear R experts do you have any idea about how this equation can be written in
R??
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Dear R experts
I'm trying to use R to solve for the root of one nonlinear function I
tried to use the package "rootSolve" but it didn't give any value the
value is (numeric(0)) although I tried on changing the interval of
root.
I tried also the package "nleqslv" but itdidn't iterate what ever
ou want to do it.
On Mon, Oct 19, 2015 at 3:53 AM, Sherouk Moawad via R-help
wrote:
If I'm summing over (i,j,k) each from 1 to 3
And I have condition that (i>j>k)
But I want to restrict this condition to only cases where i,j,k>1
Sent from Yahoo Mail on Android
From:"Jeff
Please excuse my brevity.
On October 18, 2015 2:03:34 PM PDT, Sherouk Moawad via R-help
wrote:
>Dear R-Expertsx=c(0,0.3, 0.5,0.6)sum(sapply(1:4, function(i)
>{sum(sapply(1:3, function(j){sum(sapply(1:2, function(k)
>{(i>j)*(j>k)*exp(x[i]+x[j]+x[k])}))}))}))
>I want to restrict
Dear R-Expertsx=c(0,0.3, 0.5,0.6)sum(sapply(1:4, function(i) {sum(sapply(1:3,
function(j){sum(sapply(1:2, function(k)
{(i>j)*(j>k)*exp(x[i]+x[j]+x[k])}))}))}))
I want to restrict the condition (i>j>k) to only those cases where
i>1&j>1&k>1In other words'if i=1 then i>=jif j=1 then j>=kother wise
Σi=02 Σj=01(exp(xi+xj)), i>j if (i>0 and j>0) I want to write this summation
which has a condition on numerator(j0 and j>0I tried on this code
sum(sapply(0:2, function(i){sum(sapply(0:1, function(j){if
(i>0&j>0){i>j}{exp(x[i]+x[j])}))}))But it didn't work Any help please
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