I've got a list of 10 million prime numbers... what should I do with it?
memorise it
It is 100 megabytes large
memorise it +1
I was trying to generate larger prime numbers, but I run out of main memory :( how do I get smart with C and use secondary memory to work with the prime numbers?
omg what does that mean? are you going to encrypt some keys?
Right... should I sign up for the cryptography class?
if you encrypt it twice you can make a garbled circuit i think
no, myininaya will sign up and solve all your problems
Myininaya is a PhD in crpytography :-D
If she joined, she would be the Amy Cunningham of the class (Amy Cunningham was the individual who solved EVERYBODY's problems in the database class)
no i'm a phd student i still have a freaking lot to learn
I hope you're done with OpenGL :-P
Yes! :)
My life is complete now.
It was required
I'm not doing anything with that
opengl?
What does OpenGL have to do with cryptography?
Nothing. It was required. lol
They required it. To get a phd in applied science, you had to take one computer course.
Maybe because cryptography is 'computer-science'y that they
all the math stuff in that free-class website? Classified under 'computer-science" :-D along with basic computer science 101 and SAAS
machine learning was all math too :-P
I plan to take all courses (like I did for the three old ones) and get a bunch of certificates.... so that I can impress girls when I post them all in my room :-D
u will take machine learning again?
Even machine learning... I hope they cover Reinforcement learning next year
All people who frequent OS are geeks :-D
It shouldn't make me super excited to talk about garbling a circuit though
if it weren't for geeks, nobody would ever answer my questions :(
thats just weird
why do we use prime numbers in cryptography?
My list of prime numbers would probably be worth something if it were a quadrillion lines long.... :( i'm sure people can generate 10 million primes in 0.5 seconds these days
there are a lot of algorithms that require the factoring a product of two primes For example RSA! RSA is based on the factoring a product of two primes The reason they didn't choose the product of two composites is because there would be no unique way of factoring the product. I think the factoring needs to be unique.
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