I think black board-chalk or in modern times whiteboard and markers are the best apparatus to make the things understandable to the students. This shows your knowledge level and depicts how much confident you are in the subject you are teaching. It creates a sense of occupancy of the students (obviously the interested ones). With the help of ppts slides this is impossible. you can try this on you only that take a white paper and a pencil and try to write down that on that blank paper...
Selma Dahmani The links to the other lectures are on the course page that the professor mentions in the beginning of the lecture or in the playlist th-cam.com/play/PL6EF0274BD849A7D5.html
I don't quite understand why is T subscript A(I) is varying for different inputs of same size. T is not time, it is number of primitive operations, so why would that vary? Did I miss something?
+ayushi grover I think it's because for any positive integer n, each of the numbers in a set of n numbers can be any integer. Thus ,because integers run to infinity, so does Dp(n). Even Dp(2) has an infinite number of sets. Dp([0,1]), Dp([1,1])............Dp([n,n]),.
2011 still use board? Can't use overhead or something and a keyboard to type the stuff instead of writing on board? Tired of waiting and slow motion writing talking...
I think black board-chalk or in modern times whiteboard and markers are the best apparatus to make the things understandable to the students. This shows your knowledge level and depicts how much confident you are in the subject you are teaching. It creates a sense of occupancy of the students (obviously the interested ones). With the help of ppts slides this is impossible. you can try this on you only that take a white paper and a pencil and try to write down that on that blank paper...
Is this course good if I am a beginner to algorithms and use C++ to code currently?
I like your lecture style. Thank you.
Selma Dahmani The links to the other lectures are on the course page that the professor mentions in the beginning of the lecture or in the playlist th-cam.com/play/PL6EF0274BD849A7D5.html
I don't quite understand why is T subscript A(I) is varying for different inputs of same size. T is not time, it is number of primitive operations, so why would that vary? Did I miss something?
Thanks for this lecture, it helped me out!
started today :)
Does anyone know if we can access the notes anywhere ?
Why is dp(10) infinite?
+ayushi grover I think it's because for any positive integer n, each of the numbers in a set of n numbers can be any integer. Thus ,because integers run to infinity, so does Dp(n). Even Dp(2) has an infinite number of sets. Dp([0,1]), Dp([1,1])............Dp([n,n]),.
Simple reason being 1. (n is the max size of numbers for an test input) but how many such inputs exists !! infinite)
Speed it up, someone.
"I could say something later but I won't" wat?
2011 still use board? Can't use overhead or something and a keyboard to type the stuff instead of writing on board? Tired of waiting and slow motion writing talking...
2020 and they still use boards. :-D
He's not so much lecturing as performing.