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- %% Monte carlo project 2
- N = 1;
- n=10000;
- test = zeros(N+1, 2*n);
- for j=1:N
- r = rand(1,n);
- test(j+1, :) = test(j, :) + draw(r);
- end
- %%
- saw = 0;
- for j = 1:length(test)-1
- if(size(unique(test(:, j:j+1), 'rows')) == size(test))
- saw=saw+1;
- end
- end
- saw
- %%
- r = linspace(0,N,100000);
- gdist = @(x, n) 2*x.*exp(-x.^2/n)/n; %x equals radius, which represents which is max n in our case;
- plot(r, gdist(r, 6))
- %%
- subplot(211)
- histogram(radius)
- subplot(212)
- plot(r, gdist(r, 10))
- %%
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