What is an induced measure?
I have seen the formal definition many times i am trying to get a grasp of this concept.
Does an induced measure mean that we can view the measure associated with a random variable as some co-ordinate function defined on R?
Is it the cdf?
Homework Statement
Let V₁,V₂,r be independant random variables where V₁,V₂ are gausian with the same distribution and r is uniformly distributed in [0,1] and
X(t)=V₁I(r<t)+V₂I(r≥t)
a)find the mean of this process:
b) find the autocorelation function of this process...
Homework Statement
I can't figure out what the limits of integration should be;
if a transfer function is given as follows:
h(ω)=1 if 1<|ω|<2, 0 otherwise
1) find the impulse response
2) if the input is white noise of intensity σ² find the variance of the output signal
3)state...
Yeah it wasn't working for a bit and i double posted as well. In answer to your question i am new to mathematica and am just practising working through different things. I am following what i see in the online tutorials for the most part.
Thts amazing! I am a bit intimidated by the fact you did in 2 seconds what i have been working on for the better part of an hour.
Thanks.
can you tell me how i can plot this stored data using ListPlot ? to see what the relationship is between x and the y values
Hi Bill
This is exactly what I am stuck on;
I have a function as follows defined;
f[a_][x_] := x^2 + a;
Then i define
w[a_] := Take[NestList[f[-1.8], 0, 1000], 100]
Similar to what you mentioned in the previous post
Now i want to evaluate this for different values of the constant a...
I have a function of two variables
f[x_][y_]=x^2+y;
d=Take[NestList[f[-2],0,10],-2];
now i want to repeat this process by changing -2 to -1.99, then -1.98 all the way up to 0
and storing values in a table, so i can later make a plot. I can't figure out how to repeat this process.