19. Dynamic Programming I: Fibonacci, Shortest Paths 19. Dynamic Programming I: Fibonacci, Shortest Paths begin-post-stats MIT OpenCourseWare • 729K views end-post-stats begin-duration 51:47 end-duration Math topics: _Theoretical_computer_science_##Theoretical computer science##_Recursion_##Recursion##_Recursion_(computer_science)_##Recursion (computer science)##_Time_complexity_##Time complexity##_Algorithm_##Algorithm##_Golden_ratio_##Golden ratio##_Fibonacci_number_##Fibonacci number##_Golden_ratio_##Golden ratio##_Fibonacci_##Fibonacci Other topics: _Systems_science_##Systems science##_Richard_E._Bellman_##Richard E. Bellman##_Dynamic_programming_##Dynamic programming##_Subroutine_##Subroutine##_Computing_##Computing##_Top-down_and_bottom-up_design_##Top-down and bottom-up design##_Lookup_table_##Lookup table##_Memoization_##Memoization##_Computational_problems_in_graph_theory_##Computational problems in graph theory##_Depth-first_search_##Depth-first search##_Topological_sorting_##Topological sorting##_Shortest_path_problem_##Shortest path problem video-id: OQ5jsbhAv_M channel_MIT_OpenCourseWare_ So What Learning Computational problems in graph theory , Computing , Golden ratio , Systems science , Theoretical computer science Monday, January 22, 2018 Share Share