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| Question | Answer |
| Dynamic Programming | Decompossing Things To SubProblems |
| Weighted Interval Scheduling | Recursive, Each Interval has Certain Weight We want set of max w |
| Original Interval Scheduling Problem is simply the special case in which all values are equal to 1, | |
| n requests labeled 1,2,3,...,n Request i specify start time Si, finish t fi i also has value weight |
Image:
valuewight.PNG (image/PNG)
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| i is the leftmost interval that ends before j begins. We define p(j) = 0 if no request i < j is disjoint from j |
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