(c) crush (X,Y) prospers exactly Y is the list X compressed. (d) associate (X,Y) which prospers exactly n X is in the list Y. (b) opposite (X,Y) which prosprs exactly Y is the list X reversed. Lastly, I think about this need to aid many industrial company owners, businesses and guys and girls protect their quintessential information so no hackers ought to ever use that as leverage in opposition to them.
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(c) crush (X,Y) prospers exactly Y is the list X compressed. (d) associate (X,Y) which prospers exactly n X is in the list Y. (b) opposite (X,Y) which prosprs exactly Y is the list X reversed. Lastly, I think about this need to aid many industrial company owners, businesses and guys and girls protect their quintessential information so no hackers ought to ever use that as leverage in opposition to them.
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- Computer Science For the following values, explain whether we can efficiently get the value from a default (standard) inverted index postings file. By efficiently we mean with one lookup--not scanning the entire index. Symbol Value |d| total number of terms in a given doc |d|u number of unique terms in a given doc df(w) number of documents term w appears in c(w, C) number of times term w occurs in corpus C c(w, d) number of times term w occurs in document d p(w, d) probability of term w occurring in document d a. p(w,d) b. |d|u c. |d| d. df(w) e. c(w,C) f. c(w,d)7. The American Museum of Natural History in New York City contains more than 32 million specimens and artifacts in its various collections, including the world’s largest collection of dinosaur fossils. Many of these are in storage away from public view, but all must be carefully inventoried. a) Suppose the inventory is unordered (!) and a sequential search is done to locate a specific artifact. Given that the search is executed on a computer that can do 12,000 comparisons per second, about how much time on the average would the search require? b) Assuming the inventory is sorted, about how much time would a binary search require?[15 marks] Let M be the NDFSM below. Construct a DFSM that accepts ¬L(M). Show your work using the algorithm ndfintodfsm (Rich 2008, page 75). 8, 6 2 b b a.b a
- J 2 Indicate whether the following statements are True or false. Justify the reasoning and provide a counter a counter example in the case of false statements. \1. Mutual exclusion occurs when the result of the first event does not affect the next event. 2. According to central limit theorem, the bigger the size the better the results plz send asap. plzplease answer question #33. please use (Algorithm 5.7) for the Backtracking Algorithm for the 0-1 Knapsack Problem requirement- - use QueueADT class to store intermediate data. - use some data class to store input data or use text file with option to read it. - use multiple classes as components of your application (like test class, algorithm class, data class) run various inputs and compare run time, etc. please use java language for coding java file - should start java file with YOUR Last Name, Like SmithClubApp, PetrowskiTravelLogApp, for your class short paragraph should include- please answer these questions in the correct order -description of the java file -what it does? -what is the input data? expected output, samples of both5.03-3. Dijkstra's Algorithm (3, part 3). Consider the network shown below, and Dijkstra’s link-state algorithm. Here, we are interested in computing the least cost path from node E to all other nodes using Dijkstra's algorithm. Using the algorithm statement used in the textbook and its visual representation, complete the "Step 2" row in the table below showing the link state algorithm’s execution by matching the table entries (i), (ii), (iii), (iv) and (v) with their values.
- Consider the following snippets of code. Then, identify and describe thesorting algorithm used.num scores[5] = 90,85,65,95,75sort()x = 1while x < SIZEtemp = scores[x]y = x – 1while y >= 0 AND scores[y]>tempscores[y+1] = scores[y]y = y – 1endwhilescores[y+1] = tempx = x + 1endwhilereturnq1) Prove the following statement by induction. For all nonnegative integers n, 3 divides n^3 +5n +3. State the mathematical induction and show your work clearly. q2)Students are required to create 5 or 6-character long passwords to access the library. The letters must be from lowercase letters or digits. Each password must contain at most two lowercase letters and contains no repeated digits. How many valid passwords are there? You are required to show your work step-by-stepRSA is an exponentiation cipher that is used in public key cryptography. Two entities, A and B would wish to exchange data using RSA algorithm and have chosen two prime numbers p and q such that p = 7 and q = 11. Assume a cryptosystem in which each letter of the alphabet is represented by a number between 00 (A) and 25(Z) and a space is represented by 26. A and B have also agreed to generate cryptographic keys such that the private and public key pair for A is d and e respectively while the private and public key pair for B is f and g respectively. Take the key values as follows: d= 53, e = 17, f = 13 and g = 37. A wants to send the message "MY SON " to B in such a way that BOTH the message's confidentiality and authenticity of the sender are preserved. Explain the requirements on both the sender side and the receiver side that will ensure both the message confidentiality and sender authentication for this communication. Clearly show the computations performed by the sender to…
- Cookie Monster Inc. is a company that specializes in the development of software that tracks web browsing history of individuals. A sample of browser histories is provided in the files CookieMonsterBinary and CookieMonsterStacked that indicate which websites were visited by which customers. Using binary matrix format, the entry in row i and column j indicates whether web site j was visited by user i.Refer to the Appendix for instructions on how to perform association rules using the Analytic Solver Platform. Using a minimum support of 4% of the transactions (800 of the 20,000 total transactions) and a minimum confidence of 50% to generate a list of association rules. Review the top 14 rules. Use the files CookieMonsterBinary and CookieMonsterStacked to solve this problem using Analytic Solver. The data in this files is in binary matrix format meaning that each row indicates which iPad features and accessories a customer selected. In the Association Rules dialog box, enter 800 for…#16 what value of x would return 3?4. Let N(x) be the statement “x has visited North Dakota,” where the domain consists of the students in your school. Express each of these quantifications in English. a) ∃x N(x) b) ∀x N(x) c) ˺∃x N(x) d) ∃x ˺N(x) e) ˺∀x N(x) f ) ∀x ˺N(x)