Working Friday and Saturday away at the job that pays, working on a commercial shoot and brainstorming with a friend's production company tomorrow.
I actually really like doing laundry. Means going to the laundromat bar, sit down with a ginger beer and read some GoT while the machine is spinning. Then hang it up at home to dry all nice, neat and orderly. Makes my room smell like so good too, that good good detergent smell.Not The Bees said:I have a ton of laundry to do, and to clean the house,and move furniture. Now I know this sounds like a lot of fun, but no you can't join. Because I'm doing all this by myself. I mean it, back off. >.>
I can relate. I'm working on a crypto assignment this weekend and the TA said that we should review modular arithmetic. I blew this off because come on, you just wrap around the mod value easy as ca- sorry, what is that you're saying about the Extended Euclidean Expansion? I'm now in the process of trying to remember how exactly to go about thisZombie_Fish said:I'm going through a problem sheet on 'Mathematical Structures for Quantum Mechanics', and being majorly reminded that the last time I did anything with complex numbers, trigonometry or eigenvalues/eigenvectors was 2-3 years ago.
Ah, Crypto! I presume you need to revise Chinese Remainder Theorem as well if you're doing modular arithmetic? Either that or you will be learning it.The Almighty Aardvark said:I can relate. I'm working on a crypto assignment this weekend and the TA said that we should review modular arithmetic. I blew this off because come on, you just wrap around the mod value easy as ca- sorry, what is that you're saying about the Extended Euclidean Expansion? I'm now in the process of trying to remember how exactly to go about this
OT: The aforementioned cryptography assignment is probably going to be most of this weekend. If I have time I might try to make some headway on the rollercoaster animation program I'm supposed to write in a week and a half.
Thankfully I have never heard of the Chinese Remainder Theorem, so I'm probably not expected to already know it yet. Just looked it up though and it appears to be very relevant to Cryptography though so I imagine it's somewhere in a future lecture.Zombie_Fish said:Ah, Crypto! I presume you need to revise Chinese Remainder Theorem as well if you're doing modular arithmetic? Either that or you will be learning it.
I remember doing that stuff last year. Everyone came out of that lecture with no idea what just happened. Goooood times.
Yeah, it's useful for applied Cryptography as it allows you to do modular exponentiation faster, and essential for theoretical Cryptography as part of the correctness of RSA is proven using it. Long story short, if you're studying Cryptography and modular arithmetic in particular, you will be learning about it.The Almighty Aardvark said:Thankfully I have never heard of the Chinese Remainder Theorem, so I'm probably not expected to already know it yet. Just looked it up though and it appears to be very relevant to Cryptography though so I imagine it's somewhere in a future lecture.
So that is just one worksheet for a course called Quantum Information Theory. It's basically an introduction to the theoretical concepts behind Quantum Computing. And to answer your question: All of the above. It's organised by the School of Mathematics, but it can be taken by people from Maths, Physics and as of this year Computer Science as well. I'm personally doing it as part of a CS degree.By the way... Mathematical Structures for Quantum Mechanics sounds like it could be in any of three subjects. Is it a math, computer science or physics course?