PPT-MA/CSSE 473

Day 36 Student Questions More on Minimal Spanning Trees Kruskal Prim Algorithms for finding a Minimal Spanning tree Kruskal and Prim Kruskals algorithm To find a MST minimal Spanning Tree. unimelbeduau Microsoft Research Asia 4F Sigma Center No 49 Zhichun Road Haidian District Beijing 100080 China guxuhangli microsoftcom Abstract Techniques for being able to automatically identify acronym patterns are very important for enhancing a mul 473 Responses of freshwater molluscs to environmental factors in Southern Brazil wetlands Maltchik, L. a *, Stenert, C. a , Kotzian, CB. b and Pereira, D. c a Universidade do Vale do Rio dos Sinos & 27. Student questions. Leftovers from Boyer-Moore. Knuth-Morris-Pratt String Search Algorithm . Solution (hide this until after class). Boyer-Moore example (Levitin). B E S . S. _ K N E W _ A B O U T _ B A O B A B S. 28. S. tring search. Horspool. Boyer-Moore intro. MA/CSSE 473 Day . 28. New due dates:. HW 11: Thursday of Week 8. HW 12: Monday of Week 9. HW 13: Thursday of Week 9. No late day allowed for this assignment.. Ux. , and Risks. Supannika Koolmanojwong. CS577. Outline. UI Risks. Prototype. User Experience. Human Interface Guidelines. @USC CSSE. 2. Types of Prototype. Throwaway prototyping. close-ended prototyping, rapid prototyping. Problems. Decision Problems. P and NP. Intro to computational Complexity. Polynomial-time algorithms. The Law of the Algorithm Jungle. Polynomial . good, exponential bad!. The latter is obvious, the former may need some . Course Intro. Algorithms Intro. Pick up a handout from the back table. No in-class Quizzes in 473. By now, you know whether they help you.. Most days, a “handout with fill-ins” instead.. You will not need your computer in class.. Interpolation Search . Insertion Sort . quick review. DFS, BFS. Topological Sort. MA/CSSE 473 Day 12. Questions?. Interpolation Search. Insertion sort analysis. Depth-first Search. Breadth-first Search. Skip Lists . Reminders/Announcements. Skip Lists. An alternative to balanced trees. Sorted data.. Random.. Expected . times are O(log n). . Indexed . lists. One-level index.. 2nd-level . index.. 3rd-level index. Factors and Primes. Recursive division algorithm. MA/CSSE 473 . Day 05. Student Questions. One more proof by strong induction. List of review topics I don’t plan to cover in class. Continue Arithmetic Algorithms. Knuth interview. Amortization (growable Array). Brute Force Examples. MA/CSSE 473 Day 11. Questions?. Donald Knuth Interview. Amortization. Brute force. (if time) Decrease and conquer intro. Q1-2. Donald Knuth Interview. Randomized Primality Testing. Carmichael Numbers. Miller-Rabin test. MA/CSSE 473 Day 08. Student questions. Fermat's Little Theorem. Implications of Fermat’s Little Theorem. What we can show and what we can’t. DIRECT OL1992117998-10 GUARANTEED OL-REGULAR39743635-9 DIRECT FO623666316 GUARANTEED FO44013976-10 EMERGENCY961037 3462832343-7 M!=.2!55!J(*$'!%.!L.V(!%-(!&'45(!U.$'%!2/!&')!).'!.'!K.2,!.'!&%!7!((4#!&')!%-('!#$)(!%.!#$)(!&%!&J.2%!6!((4#M!=.2!$55!,(L&$'!$'!%-(!J..%!G.,!&J.2%!^!((4#!&G%(,!#2,*(,K!&')!$55!0.'%$'2(!%.!$'0,(&#(!K.2