Saturday, January 25, 2020

Comparative Analysis of Rank Techniques

Comparative Analysis of Rank Techniques Abstract There is paramount web data available in the form of web pages on the World Wide Web (WWW). So whenever a user makes a query, a lot of search results having different web links corresponding to a user’s query are generated. Out of which only some are relevant while the rest are irrelevant. The relevancy of a web page is calculated by search engines using page ranking algorithms. Most of the page ranking algorithm use web structure mining and web content mining to calculate the relevancy of a web page. Most of the ranking algorithms which are given in the literature are either link or content oriented which do not consider user usage trends. The Algorithm called Page Rank Algorithm was introduced by Google in beginning. It was considered a standard page rank because as no other algorithm of page rank was in existence. Later extensions of page rank algorithm were incorporated along with different variations like considering weights as well as visits of links. This paper presents the comparison among original page rank algorithm as well as its various variations. Keywords: inlinks, outlinks, search engine, web mining, World Wide Web (WWW), PageRank, Weighted page rank, VOL I. Introduction World Wide Web is a vast resource of hyperlinked and a variety of information including text, image, audio, video and metadata. It is anticipated that WWW has expanded by about 2000% since its progression and is doubling in magnitude with a gap of six to ten months. With the swift expansion of information on the WWW and mounting requirements of users, it is becoming complicated to manage web information and comply with the user needs. So users have to employ some information retrieval techniques to find, extract, filter and order the desired information. The technique used filters the web page according to query generated by the user and create an index. This indexing is related to the rank of web page. Lower the index value, higher will be the rank of the web page. 1. Data Mining over Web 1.1 Web Mining Data mining, which facilitates the knowledge discovery from large data sets by extracting potentially new useful patterns in the form of human understandable knowledge and structuring the same, can also be applied over the web. The application being named Web Mining thus becomes a technique for extracting useful information from a large, unstructured, heterogeneous data store. Web mining is quite a immense area with dozens of developments and technological enhancements. 1.2. Web Mining Categories According to literature, there are three categories of web mining: Web Content Mining (WCM), Web Structure Mining (WSM) and Web Usage Mining (WUM) WCM includes the web page information. In it, the actual content pages whether semi structured hypertext or multimedia information are used for searching purposes. WSM uses the central part linkage that flows through the entire web. The linkage of web content is called hyperlink. This hyperlinked structure is used for ranking the retrieved web pages on the basis of query generated by the user. WUM returns the dynamic results with respect to users’ navigation. This methodology uses the server logs ( the logs that are created during user navigation via searching. WUM is also called as Web Log Mining because it extracts knowledge from usage logs. 1.2 Page Rank Algorithm (By Google) This is the original PageRank algorithm. It was postulated by Lawrence Page and Sergey Brin. The formula is: where is the PageRank of page A is the PageRank of pages Ti which link to page A is the number of outbound links on page Ti d is a damping factor having value between 0 and 1. The PageRank algorithm is used to determine the rank of a web page individually. This algorithm is not meant to rank a web site. Moreover, the PageRank of a page say A, is recursively defined by the PageRanks of those pages which link to page A. The PageRank of pages which link to page A does not influence the PageRank of page A consistently. In PageRank algorithm, the PageRank of a page T is always weighted by the number of outbound links C(T) on page T. It means, more outbound links a page T has, the less will page A benefit from a link to it on page T. The weighted PageRank of pages Ti is then added up. But an additional inbound link for page A will always increase page As PageRank. In the end, the sum of the weighted PageRanks of all pages is multiplied with a damping factor d which can be set between 0 and 1. Thus, the extend of PageRank benefit for a page by another page linking to it is reduced. They deem PageRank as a genre of user behaviour, where a surfer clicks on links at random irrespective of content. The random surfer visits a web page with a certain probability which is solely given by the number of links on that page. Thus, one pages PageRank is not completely passed on to a page it links to, but is divided by the number of links on the page. So, the probability for the random surfer reaching one page is the sum of probabilities for the random surfer following links to this page. Now, this probability is diminish by the damping factor d. Sometimes, user doesnot move straight to the links of a page, instead the user jumps to some other page randomly. This probability for the random surfer is calculated by the damping factor d (also called as degree of probability having value between 0 and 1). Regardless of inbound links, the probability for the random surfer jumping to a page is always (1-d), so a page has always a minimum PageRank. A revised version of the PageRank Algorithm is given by Lawrence Page and Sergey Brin. In this algorithm, the PageRank of page A is given as where N is the total number of all pages on the web. This revised version of the algorithm is basically equivalent the original one. Regarding the Random Surfer Model, this version is the actual probability for a surfer reaching that page after clicking on many links. The sum of all page ranks of all pages will be one by calculating the probability distribution of all web pages. But, these versions of the algorithm do not differ fundamentally from each other. A PageRank which has been calculated by using the second version of the algorithm has to be multiplied by the total number of web pages to get the according PageRank that would have been calculated by using the first version. 1.3 Dangling Nodes A node is called a dangling node if it does not contain any out-going link, i.e., if the out-degree is zero. The hypothetical web graph taken in this paper is having a dangling node i.e. Node D. II Research background Brin and Page (Algorithm: Google Page Rank) The authors came up with an idea to use link structure of the web to calculate rank of web pages. This algorithm is used by Google based on the results produced by keyword based search. It works on the principle that if a web page has significant links towards it, then the links of this page to other pages are also considered imperative. Thus, it depends on the backlinks to calculate the rank of web pages. The page rank is calculated by the formula given in equation 1. (1) Where u represents a web page and represents the page rank of web pages u and v respectively is the set of web pages pointing to u represents the total numbers of outlinks of web page v and c is a factor used for normalization Original PageRank algorithm was modified considering that all users donot follow direct links on web data. Thus, the modified formula for calculating page rank is given in equation 2. (2) Where d is a dampening factor which represent the probability of user using direct links and it can be set between 0 and 1. Wenpu Xing and Ali Ghorbani (Algorithm: Weighted Page Rank) The authors gave this method by extending standard PageRank. It works on the theory that if a page is vital, it has many inlinks and outlinks. Unlike standard PageRank, it does not equally distribute the page rank of a page among its outgoing linked pages. The page rank of a web page is divided among its outgoing linked pages in proportional to the importance or popularity (its number of inlinks and outlinks). , the popularity from the number of inlinks, is calculated based on the number of inlinks of page u and the number of inlinks of all reference pages of page v as given in equation 3. (3) Where and are the number of inlinks of page u and p respectively represents the set of web pages pointed by v. , the popularity from the number of outlinks, is calculated based on the number of outlinks of page u and the number of outlinks of all reference pages of page v as given in equation. 4. (4) Where and are the number of outlinks of page u and p respectively represents the set of web pages pointed by v. The page rank using Weighted PageRank algorithm is calculated by the formula as given in equation 5. (5) Gyanendra Kumar et. al. (Algorithm : Page Rank with Visits of Links (VOL)) This methodology includes the browsing behavior of the user. The prior algorithms were either based on WSM or WCM. But it incluses Page Ranking based on Visits of Links (VOL). It modifies the basic page ranking algorithm by considering the number of visits of inbound links of web pages. It assists to prioritize the web pages on the basis of user’s browsing behavior. Also, the rank values are assigned in proportional to the number of visits of links in this algorithm. The more rank value is assigned to the link which is most visited by user. The Page Ranking based on Visits of Links (VOL) can be calculated by the formula given in equation 6. (6) Where and represent page rank of web pages u and v respectively d is dampening factor B(u) is the set of web pages pointing to u Lu is number of visits of links pointing from v to u TL(v) is the total number of visits of all links from v. Neelam Tyagi and Simple Sharma (Algorithm: Weighted Page Rank Algorithm Based on Number of Visits of Links of Web Page) The authors incorporate Weighted PageRank algorithm and the number of visits of links (VOL). This algorithm consigns more rank to the outgoing links having high VOL. It is based on the inlink popularity ignoring the outlink popularity. In this algorithm, number of visits of inbound links of web pages are taken into consideration in addition the weights of page. The rank of web page using this algorithm can be calculated as given in equation 7. (7) Where represent page rank of web page u and v respectively d is the dampening factor B(u) is the set of web pages pointing to u Lu is number of visits of links pointing from v to u is the total number of visits of all links from v represents the popularity from the number of inlinks of u. Sonal Tuteja (Algorithm: Enhancement in Weighted Page Rank Using Visits of Link (VOL)) The author incorporated i.e. the weight of link(v,u) and calculated based on the number of visits of inlinks of page u. the popularity from the number of visits of outlinks are used to calculate the value of page rank. is the weight of link(v, u) which is calculated based on the number of visits of inlinks of page u and the number of visits of inlinks of all reference pages of page v as given in equation 8. (8) Where and represents the incoming visits of links of page u and p respectively R(v) represents the set of reference pages of page v. is the weight of link(v, u) which is calculated based on the number of visits of outlinks of page u and the number of visits of outlinks of all reference pages of page v as given in equation 9. (9) Where and represents the outgoing visits of links of page u and v respectively R(v) represents the set of reference pages of page v. Now these values are used to calculate page rank using equation (10) (10) Where d is a dampening factor B(u) is the set of pages that point to u WPRVOL (u) and WPRVOL(v) are the rank scores of page u and v respectively represents the popularity from the number of visits of inlinks represents the popularity from the number of visits of outlinks III Numerical analysis of various page rank algorithms To demonstrate the working of page rank, consider a hypothetical web structure as shown below: Figure showing a web graph having three web pages i.e. A, B, C, D Page Rank (By Brin Page) Using equation 2, the ranks for pages A, B, C are calculated as follows: (1) (2) (3) (4) Having value d=0.25, 0.5, 0.85, the page ranks of pages A, B and C become: Dampening Factor PR(A) PR(B) PR(C) PR(D) 0.25 0.9 0.975 1.22 0.99 0.5 0.8 0.9 1.35 0.95 0.85 0.85 0.829 1.53 0.357 From the results, it is concluded that PR(C)> PR(D)> PR(B)> PR(A) 2. Iterative Method of Page Rank It is easy to solve the equation system, to determine page rank values, for a small set of pages, but the web consists of billions of documents and it is not possible to find a solution by inspection method. In iterative calculation, each page is assigned a starting page rank value of 1 as shown in table 1 below. These rank values are iteratively substituted in page rank equations to find the final values. In general, many iterations could be followed to normalize the page ranks. d=0.25 d=0.5 d=0.85 Iteration PR(A) PR(B) PR(C) PR(D) PR(A) PR(B) PR(C) PR(D) PR(A) PR(B) PR(C) PR(D) 0 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1.25 1 1 1 1.5 1 1 0.5 1.425 0.575 2 0.875 0.97 1.21 0.99 0.875 0.94 1.44 0.97 0.75 0.788 1.46 0.82 3 0.90 0.975 1.22 0.99 0.86 0.93 1.4 0.965 0.77 0.80 1.48 0.83 †¦Ã¢â‚¬ ¦ †¦Ã¢â‚¬ ¦ †¦Ã¢â‚¬ ¦. †¦Ã¢â‚¬ ¦ †¦Ã¢â‚¬ ¦ †¦Ã¢â‚¬ ¦ †¦Ã¢â‚¬ ¦ †¦Ã¢â‚¬ ¦ †¦Ã¢â‚¬ ¦. From the results, it is concluded that PR(C)> PR(D)> PR(B)> PR(A) 3. Page Rank with Visits of Links (VOL) (Gyanendra Kumar) Using equation 6, the ranks for pages A, B, C are calculated as follows: (A)=(1-d)+d((1) (B)=(1-d)+d((2) (C)=(1-d)+d(+(3) (D)=(1-d)+d((4) The intermediate values can be calculated as: Similarly other values after calculation are: 2/3 Having value d=0.25,0.5, 0.85 the page ranks of pages A, B and C become: Dampening Factor PR(A) PR(B) PR(C) PR(D) 0.25 0.83 0.82 1.23 0.818 0.5 0.635 0.606 0.808 0.6 0.85 0.2478 0.22 0.3449 0.1123 From the results, it is concluded that PR(C)> PR(A)> PR(B)> PR(D) 4. Weighted Page Rank (Wenpu Xing and Ali Ghorbani) Using equation 3, the ranks for pages A, B, C are calculated as follows: (C,A).(1) (2) (3) (4) The weights of incoming as well as well as outgoing links can be calculated as: (C,A)= IA/IA+IC = 1/ 1+2 = 1/3 =OA/OA=1 Having value d=0.5, the page ranks of pages A, B and C become: Dampening Factor PR(A) PR(B) PR(C) PR(D) 0.25 0.8526 0.8210 1.2315 0.75 0.5 0.7059 0.6176 1.235 0.5 0.85 0.3380 0.2458 0.6636 0.15 From the results, it is concluded that PR(C)> PR(A)> PR(B)> PR(D) 5. Weighted Page Rank Based on Visits of Link (VOL) (Neelam Tyagi and Simple Sharma) Using equation 7, the ranks for pages A, B, C are calculated as follows: )(1) )(2) (3) (4) The weights of incoming, number of visits of link as well as total number of visits of all links can be calculated as Having value d=0.25, 0.5 0.85, the page ranks of pages A, B and C become: Dampening Factor PR(A) PR(B) PR(C) PR(D) 0.25 0.8061 0.7836 1.015 0.8153 0.5 05981 0.5498 0.8825 0.5916 0.85 0.1734 0.1735 0.3469 0.1994 From the results, it is concluded that PR(C)> PR(D)> PR(A)> PR(B) 5. Enhancement in Weighted Page Rank Using Visits of Link (VOL) (Sonal Tuteja) Using equation 10, the ranks for pages A, B, C are calculated as follows: (1) (2) (3) Intermediate values can be calculated as follows: =IA/IA=1 =OA/OA=1 Having value d=0.25, 0.5, 0.85 the page ranks of pages A, B and C become: Dampening Factor PR(A) PR(B) PR(C) PR(D) 0.25 0.7226 0.7951 1.029 0.75 0.5 0.9557 0.6195 0.9115 0.5 0.85 1.911 0.5561 1.116 0.15 From the results, it is concluded that PR(C)> PR(B)> PR(D)> PR(A) Comparison chart of various Ranking Algorithms Algorithm Page Rank Page Rank with VOL Weighted Page rank WPRV EWPRV

Friday, January 17, 2020

Bamboozled movies

Bamboozled is one of the funniest and interesting satirical black movies that had been released, during the first quarter of the 20th century in theatres round the United States. In the year 2000, the movie Bamboozled had made its public appearance, under the limited release by New Line Cinema, during the fall of the same year. Essentially, the satirical movie bamboozled is about the modern minstrel television show, on which feature black actors and actresses wearing blackface makeup.In addition to this, the movie Bamboozled tells about an opposing argument, straightforward to the broad success of the minstrel show in television, despite the on going campaign to fight racism in the United States. Technically, the word Bamboozle means to purposely puzzled, hoax or mislead. (Holden, p. 1) Shelton Jackson Lee or better known as the movie director â€Å"Spike Lee† is the main person behind the creation of the great black American movie, Bamboozled.As a multitalented film director, producer and actor as he is, Spike Lee single handedly authored and directs the satirical movie Bamboozled, during the fall of 2000. Born on March 20, 1975, the African American Spike Lee is an Emmy and Academy award winner, on which he as well receives various nominations for best American film director, writer, actor and producer. Technically, Director Spike Lee's movies have something to do with race relations: the media’s role in modern or contemporary life: poverty and urban crime: and political controversies or issues.For the movie Bamboozled, director Spike Lee depicts his counter argument over the broad success of minstrel show in television, despite of the fact that the program has racial discrimination on its content. (IMDb. com, Inc. ) In a sense, director Spike Lee was known for his movies that deal with different controversial political and social matter, and his profound thinking to tackle and represent critical issues of the United States society.And also, apa rt from being a movie director, writer and producer, Spike Lee teaches for the college student at Columbia University and New York University for the film production subject. In addition to this, director Spike Lee also work for his own production company, â€Å"40 acres & A mule Filmworks†, on which he produce 35 films already that started way back 1983, including his controversial movie of Bamboozled. (IMDb. com, Inc. ) As an overview, the movie Bamboozled was specifically designed to be humorous, on which the film feature all of its characters in blackface, in all of their performance.In principle, the movie is composed by set of talented African American black artists, from different fields and expertise. Moreover, most of the black icons that appear in the movie as themselves are protesting for the television series, on which they firmly believe, was discriminating in content. In a sense, movie Bamboozled is a film, which various black artists from different profession i n the United States, gathers together and appear in the movie as their selves to show their unified thoughts as black Americans to fight the issue of racial discrimination.In a technical manner, script for the movie Bamboozled was specifically written by Spike Lee to depict how rant and grief the media’s depictions of black American people. (HBS Entertainment, Inc. ) In a brief review on the storyline, the movie Bamboozled tells the narrative of the successful television program, on which the content of the show is depiction of racial discrimination that straightforwardly pertains to the niggers or the black African American.Considered as one of the socially relevant movie, the film Bamboozled by director Spike Lee gives a clear picture of racial discrimination between the black people and white American people. Nevertheless, the movie sends a concrete message to entire American society that as a democratic country, every citizen of the state must have an equal treatment, reg ardless if he or she is a black African American or white people.In a sense, the movie tells how exactly and truly depicts the African black American in most of the successful television show in the United States. Technically, the Bamboozled minstrel show was an American form of entertainment, on which consists of various way form of amusement that are – comic skirts, artistic acts, dancing and music that is normally performed by white American people wearing â€Å"blackface† makeup, as their primary role of entertaining the audience and as the focal point of the entire content of the program.In deeper understanding, the minstrel television show, though entertaining in its nature, the entire content is arguably discriminating, on which the social right of black African American, as the blacks were represented in the shows content in a mocking and disrespecting way of entertainment. Totally, the Bamboozled movie is a firm citation of the determination and the unificatio n of black African American community to fight for their right of fairness as well as equality in the entire American society.Nevertheless, the movies theme is humorous comedy yet was strong way to send a meaningful message for the people of the entire United States. In addition to this, melodrama is another theme of the movie, on which the latter part of the movie depicts heart warming scene. Nevertheless, the movie bamboozled depicts the augmentation of racial discrimination in the Unite State that had been the long time dilemma by most of the black African American.In the movie, the film director Spike Lee uses his profound yet argumentative thought to tackle the controversial issue of media’s discriminating representation of the black African American, in most of the widely accepted and successful television shows in the country. With the exact and proper review of the entire structure of the movie, the film Bamboozled is definitely one of the movies that have social rele vance, on which sends concrete message that is definitely essential to resolve the specific issue of racial disparity.Moreover, the film Bamboozled has its cultural and historical context in its storyline. In the movie, there many scenes to cite for its cultural context, one of those is the depiction of director Lee on the association of all the black people to fight together for their unified goal of racial equality in television programs, as equivalent to the entire American society. The movies cultural context can definitely cited in the film’s socially meaningful message that every American deserves an equal share of treatment in every way, regardless if he or she is a black African American or white native American.Nevertheless, the cultural context of the movie is visibly evident in the entire storyline of the film, on which I gives a clear and fair picture of racial disparity in the American society. The historical context of the movie, on the other hand, is visible on the use or essence of the minstrel show. As a form of entertainment, minstrel show is one of the ancient ways of entertainment that had occurred after the American Civil.With the use of blackface as the primary way of amusement, the historical context of the movie is visibly clear, on which blackface was already use as a form of entertainment in the history racial discrimination in the American society. (NPR. org) In the end, the Bamboozled is one of the socially, culturally and historically relevant movies that fairly tackles the racial disparity issue in America and gives an essential message over the entire society. Nevertheless, this Bamboozled movie of director Spike Lee is a powerful representation of unified black African American society to fight the issue of racial disparity.References S. Holden (2000), Bamboozled (2000): Retrieved May 22, 2008 from http://movies. nytimes. com/movie/review? _r=2&res=9C01E2D9163CF935A35753C1A9669C8B63&oref=slogin IMDb. com, Inc. (2008), Bio graphy for Spike Lee: Retrieved May 22, 2008 from http://www. imdb. com/name/nm0000490/bio HBS Entertainment, Inc. (2008), Bamboozled: Retrieved May 22, 2008 from http://efilmcritic. com/review. php? movie=4502 NPR. org (2008), The Legacy of Blackface: Retrieved May 22, 2008 from http://www. npr. org/templates/story/story. php? storyId=1919122

Thursday, January 9, 2020

Market Structures - 1503 Words

Market Structures The purpose of this paper is to provide of different types of market structures as well as pricing and non-pricing strategies used in the various market structures. First, the team explores the pure competition market structure through the analysis to Fiji Water Company. Second, the oligopoly market structure with LOreal Group Cosmetic and Beauty Company. Third, explain the monopolistic competition market structure with Campbells Soup Company. Last, the team explains how Quasar evolves through the four market structures over the lifecycle of the product as well as changes in the aggregate number of suppliers and consumers. Pure Competition. - By Elizabeth Coursey Pure competition is defined by Investorwords.com as, A†¦show more content†¦In 2003, it was announced that LOreal had increased its consolidated sales an increase of 96.7% over the course of the previous three years and 2.5% from dermatological activities. Their sales are listed as 54.8% from consumer products, 25.1% luxury products, 13.9% professional products and 5.5% from active cosmetics. They also realized that even though their popular slogan of Because youre worth it! was primarily viewed by the younger generation, they realized that their marketing tactics would need to be revamped, and therefore, by 2005, they increased their marketing strategies to focus more on the senior generation with actress like Diane Keaton and Jane Fonda leading the way to showing the public that any age over 50 could still be beautiful and worth it! This tactic and the fact that they remain on the brink of new technology for daily skin care, that LOreal continues to be one of three majo r cosmetic companies in the world to be successful and stable. Monopolistic Competition.-by Marco Quiroz Campbells Soup was founded in 1869 by Joseph A. Campbell and Abraham Anderson with the introduction into the market of Campbell Preserve Company. The business produced canned tomatoes, vegetables, jellies, soups, condiments and minced meats. In 1897, Dr. John T. Dorrance invented a condensed soup by eliminating the water in canned soup and lowering the cost by 65% of the original 32-ounce can of soup converting it to 10-ounceShow MoreRelatedMarket Structure Of The Company Essay1088 Words   |  5 PagesMarket Structure Introduction There are four types of market structures and they are monopoly, perfect competition, monopolistic competition, and oligopoly. What is a market structure? A market structure is â€Å"the makeup of the companies operating in a particular market.† Why is the market structure important to the producer as well as the consumer? It distinguishes the difference in seller numbers, buyer numbers, seller entry barriers, and buyer entry barriers. 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Wednesday, January 1, 2020

New Physics Essay - 775 Words

What is the (next accessible) scale of new physics? We do not have a clear answer. We are living through a challenging and exciting era, in sharp contrast to the situation in the past (half) century in physics. The discovery of the Higgs boson, the determination of the non-zero $\theta_ {13} $ neutrino mixing parameter, the first detection of gravitation waves, and many significantly improved experimental probes for new physics beyond the standard model mark the great triumphs of our understandings of nature. Profound puzzles of nature, such as hierarchy problem, dark matter, neutrino properties, matter-antimatter asymmetry, strong CP, flavor structure, etc., are actively being explored but yet remain to be solved. However, no clear†¦show more content†¦My research on supersymmetry~(SUSY) includes DM physics in conjunction with Higgs boson, SUSY particle searches in scenarios such as compressed spectra, stealthy SUSY and displaced SUSY with long-lived particles, as well as using the Higgs bosons as portals to SUSY particles. Moreover, I am experienced and interested in QCD and Jet observables at colliders in both traditional kinematics construction and Machine Learning methods. Furthermore, my research in studies of general resonances also stands out, such as colored resonances, $t\bar t$ resonances, $Z^\prime$ and $W^\prime$ through assorted asymmetries and electroweak radiation observables. Currently, I have pioneered in using unconventional on-shell interference effects to between signals and background amplitudes to probe new physics. 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