Privacy can be defined as the control or command over personal information. Anonimity can be defined as similar to privacy, kind of participation in online service or campaign without any authorised action or can say being unidenitifiable.
K-annonymity defines a concept to provide security over privacy protection over internet.
OLA (Optimal Lattice Anonymitazation) algorithm achives concept of k-anonymity. It makes use of binary search algorithm to trace the lattice and as a result marking all anonymous points in the lattice efficiently.
- Privacy and anonymity what algorithm acheives k-anonymity and give an example of it.
4. a) Describe what is k-anonymity and how it can provide privacy with a suitable example. (5 points) b) With suitable examples, discuss the two types of attacks on k- anonymity. (10 points)
Can you give me some algorithms that same as the lattice-Samarati algorithm in privacy and anonymity?
course of privacy and anonymity: •Present a well written summary of a k-anonymization algorithm of your choice, along with an illustration of the algorithm •The summary should not exceed one page •The illustration should not exceed one page
What is the divide-and-conquer method? Give an example of an algorithm that uses this method.
How are legal and ethical requirements applied to privacy, confidentiality an disclosure? Give an example of each. Privacy According to levine, Pirass is no freedom on [heas to determine ne time Confidentiality It refers to neintonned Shared wine an Wat cannot be divulged to mird parties without consent of ne eliant Disclosure
What are the four categories in Daniel Solove’s taxonomy of privacy? For each one, give an example of a government activity in that category.
Is quicksort a stable sorting algorithm? If yes, prove it, if not, give an example.
Write an algorithm that takes two strings X and Y and a positive integer k as input, and determines whether Y can be turned into X by at most k insertions or deletions. For example: let X = “abacad", Y = “cebacad" and k = 3 then your algorithm should give a yes answer because Y can be turned into X in 3 steps by a left-to-right processing as follows: delete leftmost c delete “e" insert “a" Give an tight...
Give an example of either iterative or recursive algorithm that has Ө( log n) running time. Give detailed time performance analysis (recurrence relation for recursive)
Suppose you are given k sorted arrays of size n. Give an algorithm, that runs in O(nk log k)time, that merges them into a single list.