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So, I'm attempting to access an array of length 165888. I'm looping through, calculating my index as I go. At one point, I get to 110689, and this, for some reason, throws the following error:
Attempted to access buf(110689); index must be a positive integer or logical.
Any ideas?
It was a rounding thing. I was doing a calculation, and forgetting to round.
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I don't know what kind of algorithm it runs in the background but it seems that it cannot handle matrices which contain elements on the order of 10^-5.
It can handle upto 16 digits. Type:
format long;
a = 1.234567890123456;
in your MATLAB code or command window.
4 decimal places is the limit of format short.
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I am confused about a situation which is presented on the following slide:
Last sentences says that:
It is important to note that deterministic does not mean that
xt is non-random. What does this mean? If A and B are random variable, then x must be random right?
I think the point may be that nature may choose randomly among different paths, but once you know which path has been chosen you can predict future values of x_t on the path from past values x_{t-1}, etc. So e.g. nature may flip a coin to choose between the following two paths: x_t=0 for all t, and x_t=1 for all t. Then if you don't know the path, x_t is indeed random. But once you know x_{t-1}, you know x_t.
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I have a float number that I would like to display in a string way.
E.g.
0.33 should be displayed as 1/3
0.5 should be displayed as 1/2
How can I do it in objective-c with no switch? (as I could have 3/4, 2/5 etc)
There's no objective-c way to do this, you'll have to implemente it yourself and find an algorightm.
What about trying combinations of A/B where A,B from 0 to 10, until you reach the number?
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I've got a computer generated sha256 hash of which I need the original value.
I know the value is a random 64 character string of alphanumerical, lower and uppercase, numbers and underscores + dots.
Would it be possible in a reasonable amount of time to bruteforce this?
There are 64 possibilities in 64 positions giving a total or 64 to the power of 64 combinations which is 3.9402006196394479212279040100143613805079739270 × 10^115
So no. Even if you had every computer on earth working on it for 1,000,000 years you still wouldn't be close
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I was doing this question of boolean algebra, Simplify f=Σ(8,12,13,14)+dΣ(3,7,9,10) using karnaugh map.. can anyone please tell me what is d in this question? I know its a stupid question but i couldn't find it on google. And please tell me what this question means? i mean like straight away simplifying without the d expression is okay but what does the d expression signify in here ?
d stands for 'don't care'. Cells 3,7,8,10 do not affect the value of F.
This helps because you might be able to get a simpler expression if you ignore those cells.