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4 cards from this section. Quick, good the night before a test.
Define dynamic programming.
Think about how computations can be optimized.
What does overlapping subproblems refer to?
Consider the Fibonacci sequence for illustration.
What is the main benefit of dynamic programming?
Think about the efficiency aspect.
True or False: In dynamic programming, tabulation and memoization are two approaches that achieve the same effect.
Reflect on how each method processes the problems.
Implement a dynamic programming solution to compute the nth Fibonacci number. Explain the process.
Store previously calculated Fibonacci results to avoid redundant calculations.
Describe how you would approach the Longest Common Subsequence problem using dynamic programming.
Focus on character matches and utilize values from adjacent cells.
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