Understanding Mit 6 006 Fall 2011 Lecture 22
If you are looking for information about Mit 6 006 Fall 2011 Lecture 22, you have come to the right place. Dynamic programming: optimal piano/guitar fingering; Tetris; Super Marios Bros 6.006 on OCW: ...
Key Takeaways about Mit 6 006 Fall 2011 Lecture 22
- Lecture 22
- Linear-time sorting: counting sort, radix sort 6.006 on OCW: ...
- Computational complexity: complexity classes (polynomial, exponential, solvable in finite time); decision problems; solvable ...
- Hashing: hash table re-sizing, amortized analysis; string matching with hashing (Rabin-Karp); rolling hashes 6.006 on OCW: ...
- Dynamic programming: review (general strategy, Fibonacci, shortest-paths in graphs as dynamic programming); the text ...
Detailed Analysis of Mit 6 006 Fall 2011 Lecture 22
Dynamic programming: Dance Dance Revolution (DDR) 6.006 on OCW: ... Lecture 22 Dynamic programming: computing an optimal paranthesization (evaluation of an associative expression, e.g. matrix multiplication) ...
Recursion trees for analyzing the asymptotic running time of an algorithm; data structure analysis (binary search trees, heaps) ...
We hope this detailed breakdown of Mit 6 006 Fall 2011 Lecture 22 was helpful.
