research case in crowdsourcing dongwon lee, ph.d. ist 501 fall 2014

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Size of Comparison Diverse forms of questions in a HIT Different sizes of comparisons in a question 3 Which is better? Which is the best?... Accuracy Cost Latency Binary question N-ary question

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Research Case in Crowdsourcing Dongwon Lee, Ph.D. IST 501 Fall 2014 2 Learning Objectives Understand an important research case in crowdsourcing Identify research methods used in the research case Size of Comparison Diverse forms of questions in a HIT Different sizes of comparisons in a question 3 Which is better? Which is the best?... Accuracy Cost Latency Binary question N-ary question Size of Batch Repetitions of questions within a HIT Eg, two n-ary questions (batch factor b=2) 4 Which is the best?... Which is the best?... Accuracy Smaller b Cost Latency Larger b Response (r) # of human responses seeked for a HIT 5 Which is better? W1 Which is better? W1 W2 W3 r = 1r = 3 Accuracy Cost, Latency Larger r Smaller r Round (= Step) Algorithms are executed in rounds # of rounds latency 6 Which is better? Round #1 Which is better? Round #2 Parallel Execution Sequential Execution New Challenges Open-world assumption (OWA) Eg, workers suggest a new relevant image Non-deterministic algorithmic behavior Eg, different answers by the same or different workers Trade-off among cost, latency, and accuracy 7 Latency Cost Accuracy Crowdsourcing DB Projects NUS UC Berkeley & ETH Zurich Tel Aviv U. MIT Stanford & UCSC 8 Sort Operation Rank N items using crowdsourcing with respect to the constraint C Often C is subjective, fuzzy, ambiguous, and/or difficult-for-machines-to-compute Eg, Which image is the most representative one of Brazil? Which animal is the most dangerous? Which actress is the most beautiful? 9 Sort Operation 10 SELECT* FROMSoccerPlayers AS P WHEREP.WorldCupYear = 2014 ORDER BY CrowdOp(most-valuable)... Sort Operation Eg, Which of two players is better? Nave all pair-wise comparisons takes comparisons Optimal # of comparison is O(N log N). 11 Who is better?... Who is better?... Who is better?... Sort Operation Conflicting opinions may occur o Cycle: A > B, B > C, and C > A If no cycle occurs Nave all pair-wise comparisons takes comparisons If cycle exists More comparisons are required 12 A C B Sort [Marcus-VLDB11] Proposed 3 crowdsourced sort algorithms #1: Comparison-based Sort Workers rank S items ( ) per HIT Each HIT yields pair-wise comparisons Build a directed graph using all pair-wise comparisons from all workers o If i > j, then add an edge from i to j Break a cycle in the graph: head-to-head o Eg, If i > j occurs 3 times and i j Perform a topological sort in the DAG 13 Sort [Marcus-VLDB11] Error Sort [Marcus-VLDB11] N=5, S=3 15 W1 W2 W3 W4 A C BE D A B C D E >> >> >> >> 1 Sort [Marcus-VLDB11] N=5, S=3 16 A C BE D Topological Sort DAG A B C D E A B C E D Sorted Result Sort [Marcus-VLDB11] #2: Rating-based Sort W workers rate each item along a numerical scale Compute the mean of W ratings of each item Sort all items using their means Requires W*N HITs: O(N) WorkerRating W14 W23 W34 WorkerRating W11 W22 W31... Mean rating Sort [Marcus-VLDB11] 18 Sort [Marcus-VLDB11] #3: Hybrid Sort First, do rating-based sort sorted list L Second, do comparison-based sort on S ( ) How to select the size of S o Random o Confidence-based o Sliding window 19 Sort [Marcus-VLDB11] 20 Worker agreementRank correlation btw. Comparison vs. rating Sort [Marcus-VLDB11] 21 Select Operation Given N items, select k items that satisfy a predicate P Filter, Find, Screen, Search 22 Select [Yan-MobiSys10] Improving mobile image search using crowdsourcing 23 Select [Yan-MobiSys10] Ensuring accuracy with majority voting Given accuracy, optimize cost and latency Deadline as latency in mobile phones 24 Select [Yan-MobiSys10] Goal: For a query image Q, find the first relevant image I with min cost before the deadline 25 Select [Yan-MobiSys10] Parallel crowdsourced validation 26 Select [Yan-MobiSys10] Sequential crowdsourced validation 27 Select [Yan-MobiSys10] CrowdSearch: using early prediction on the delay and outcome to start the validation of next candidate early 28 Select [Yan-MobiSys10] 29 Count Operation Given N items, estimate a fraction of items M that satisfy a predicate P Selectivity estimation in DB crowd- powered query optimizers Evaluating queries with GROUP BY + COUNT/AVG/SUM operators Eg, Find photos of females with red hairs Selectivity(female) 50% Selectivity(red hair) 2% Better to process predicate(red hair) first 30 Count Operation 31 Q: How many teens are participating in the Hong Kong demonstration? Count Operation Using Face++, guess the age of a person Count [Marcus-VLDB13] Hypothesis: Humans can estimate the frequency of objects properties in a batch without having to explicitly label each item Two approaches #1: Label Count o Sampling based o Have workers label samples explicitly #2: Batch Count o Have workers estimate the frequency in a batch 33 Count [Marcus-VLDB13] 34 Label Count (via sampling) Count [Marcus-VLDB13] 35 Batch Count Count [Marcus-VLDB13] Findings on accuracy Images: Batch count > Label count Texts: Batch count < Label count Further Contributions Detecting spammers Avoiding coordinated attacks 36 Top-1 Operation Find the top-1, either MAX or MIN, among N items w.r.t. some criteria Objective Avoid sorting all N items to find top-1 37 Max [Venetis-WWW12] Introduced two Max algorithms Bubble Max Tournament Max Parameterized framework s i : size of sets compared at the i-th round r i : # of human responses at the i-th round 38 Which is better? s i = 2 r i = 3 s i = 3 r i = 2 Which is the best? Max [Venetis-WWW12] Bubble Max Case #1 39 s 1 = 2 r 1 = 3 s 2 = 3 r 2 = 3 s 3 = 2 r 3 = 5 N = 5 Rounds = 3 # of questions = r 1 + r 2 + r 3 = 11 Max [Venetis-WWW12] Bubble Max Case #2 40 s 1 = 4 r 1 = 3 N = 5 Rounds = 2 # of questions = r 1 + r 2 = 8 s 2 = 2 r 2 = 5 Max [Venetis-WWW12] Tournament Max 41 N = 5 Rounds = 3 # of questions = r 1 + r 2 + r 3 + r 4 = 10 s 1 = 2 r 1 = 1 s 3 = 2 r 3 = 3 s 4 = 2 r 4 = 5 s 2 = 2 r 2 = 1 Max [Venetis-WWW12] How to find optimal parameters?: s i and r i Tuning Strategies (using Hill Climbing) Constant s i and r i Constant s i and varying r i Varying s i and r i 42 Max [Venetis-WWW12] Bubble Max Worst case: with s i =2, O(N) comparisons needed Tournament Max Worst case: with s i =2, O(N) comparisons needed Bubble Max is a special case of Tournament Max 43 Max [Venetis-WWW12] 44 Max [Venetis-WWW12] 45 Top-k Operation Find top-k items among N items w.r.t. some criteria Top-k list vs. top-k set Objective Avoid sorting all N items to find top-k 46 Top-k Operation Nave solution is to sort N items and pick top-k items Eg, N=5, k=2, Find two best Bali images? Ask = 10 pair-wise questions to get a total order Pick top-2 images 47 Phase 1: Building a tournament tree For each comparison, only winners are promoted to the next round Top-k: Tournament Solution (k = 2) 48 Round 1 Round 2 Round 3 Total, 4 questions with 3 rounds Phase 2: Updating a tournament tree Iteratively asking pair-wise questions from the bottom level Top-k: Tournament Solution (k = 2) 49 Round 1 Round 2 Round 3 Phase 2: Updating a tournament tree Iteratively asking pair-wise questions from the bottom level Top-k: Tournament Solution (k = 2) 50 Round 4 Round 5 Total, 6 questions With 5 rounds This is a top-k list algorithm Analysis If there is no constraint for the number of rounds, this tournament sort based top-k scheme yields the optimal result k = 1k 2 # of questionsO(n) # of rounds Top-k: Tournament Solution 51 Top-k [ Polychronopoulous-WebDB13] Top-k set algorithm Top-k items are better than remaining items Capture NO ranking among top-k items Tournament-based approach Can become a Top-k list algorithm Eg, Top-k set algorithm, followed by [Marcus- VLDB11] to sort k items 52 K items Top-k [ Polychronopoulous-WebDB13] Algorithm Input: N items, integer k and s (ie, s > k) Output: top-k set Procedure: o O N items o While |O| > k Partition O into disjoint subsets of size s Identify top-k items in each subset of size s: s-rank(s) Merge all top-k items into O o Return O More effective when s and k are small Eg, s-rank(20) with k=10 may give poor accuracy 53 Top-k [ Polychronopoulous-WebDB13] Eg, N=10, s=4, k=2 54 s-rank() Top-2 items s-rank() Top-k [ Polychronopoulous-WebDB13] s-rank(s) // workers rank s items and aggregate Input: s items, integer k (ie, s > k), w workers Output: top-k items among s items Procedure: o For each of w workers Rank s items comparison-based sort [Marcus-VLDB11] o Merge w rankings of s items into a single ranking Use median-rank aggregation [Dwork-WWW01] o Return top-k item from the merged ranking of s items 55 Top-k [ Polychronopoulous-WebDB13] Eg, s-rank(): s=4, k=2, w=3 56 W W W Median Ranks 4223 Top-2 Top-k [ Polychronopoulous-WebDB13] Comparison to Sort [Marcus-VLDB11] 57 Top-k [ Polychronopoulous-WebDB13] Comparison to Max [Venetis-WWW12] 58 Part 2: Crowdsourced Algo. in DB Preliminaries Sort Select Count Top-1 Top-k Join 59 Join Operation Identify matching records or entities within or across tables similarity join, entity resolution (ER), record linkage, de-duplication, Beyond the exact matching [Chaudhuri-ICDE06] similarity join R JOIN p S, where p=sim(R.A, S.A) > t sim() can be implemented as UDFs in SQL Often, the evaluation is expensive o DB applies UDF-based join predicate after Cartesian product of R and S 60 Join [Marcus-VLDB11] To join tables R and S #1: Simple Join Pair-wise comparison HIT |R||S| HITs needed #2: Nave Batching Join Repetition of #1 with a batch factor b |R||S|/b HITs needed #3: Smart Batching Join Show r and s images from R and S Workers pair them up |R||S|/rs HITs needed 61 Join [Marcus-VLDB11] 62 #1 Simple Join Join [Marcus-VLDB11] 63 #2 Nave Batching Join Batch factor b = 2 Join [Marcus-VLDB11] 64 #3 Smart Batching Join r images from R s images from S Join [Marcus-VLDB11] 65 MV: Majority Voting QA: Quality Adjustment Join [Marcus-VLDB11] 66 Last 50% of wait time is spent completing the last 5% of tasks CI Research Methods Used 67 MethodReviewd Papers Lit-Survey Formal Soluti