MTH 221 Week 2 DQ 3 ( UOP ) FOR MORE CLASSES VISIT www . mth221assist . com
MTH 221 Week 2 DQ 4 ( UOP ) FOR MORE CLASSES VISIT www . mth221assist . com
---------------------------------------------------------------------------------------
Week 2 DQ3
MTH 221 Week 2 DQ 3 ( UOP ) FOR MORE CLASSES VISIT www . mth221assist . com
Using a search engine of your choice , look up the term one-way function . This concept arises in cryptography . Explain this concept in your own words , using the terms learned in Ch . 5 regarding functions and their inverses .
---------------------------------------------------------------------------------------
Week 2 DQ4
MTH 221 Week 2 DQ 4 ( UOP ) FOR MORE CLASSES VISIT www . mth221assist . com
A common result in the analysis of sorting algorithms is that for nelements , the best average-case behavior of any sort algorithm — based solely on comparisons — is O ( n log n ). How might a sort algorithm beat this average-case behavior based on additional prior knowledge of the data elements ? What sort of speed-up might you anticipate for such an algorithm ? In other words , does it suddenly become O ( n ), O ( n log n ) or something similar ?