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This chapter delves into the goals and evaluation of retrieval methods in computer science research, covering models such as Boolean and vector, TF-IDF term weighting, and potential future research areas. It discusses criteria for measuring system effectiveness, methodologies for writing papers, and considerations for user satisfaction in information retrieval tasks. The text emphasizes the importance of defining tasks formally, evaluating criteria, and justifying choices to optimize algorithm performance.
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Special Topics in Computer ScienceAdvanced Topics in Information RetrievalChapter 3: Goals: Retrieval Evaluation Alexander Gelbukh www.Gelbukh.com
Previous chapter • Models are needed for formal operations • Boolean model is the simplest • Vector model is the best combination of quality and simplicity • TF-IDF term weighting • This (or similar) weighting is used in all further models • Many interesting and not well-investigated variations • possible future work
Previous chapter: Research issues • How people judge relevance? • ranking strategies • How to combine different sources of evidence? • What interfaces can help users to understand and formulate their information need? • user interfaces: an open issue • Meta-search engines: how to combine results from different Web search engines? • These results almost do not intersect • How to combine rankings?
To write a paper: Evaluation! • How do you measure whether a system is good or bad? • To go to the right direction, need to know where you want to get to. • “We can do it this way” vs. “This way it performs better” • “I think it is better...” • “We do it this way...” • “Our method takes into account syntax and semantics...” • “I like the results...” • Criterion of truth. Crucial for any science. • Enables competition financial policy attracts people • TREC international competitions
Methodology to write a paper • Define formally your task and constraints • Define formally your evaluation criterion (argue if needed) • One numerical value is better than several • Show that your method gives better value than • the baseline (the simple obvious way), such as: • Retrieve all. Retrieve none. Retrieve at random. Use Google. • state-of-the-art (the best reported method) • in the same setting and same evaluation method! • and your parameter settings are optimal • Consider extreme settings: 0,
... Methodology The only valid way of reasoning • “But we want the clusters to be non-trivial” • Add this as a penalty to your criteria or as constraints • Divide your “acceptability considerations” into: • Constraints: yes/no. • Evaluation: better/worse. • Check that your evaluation criteria are well justified • “My formula gives it this way” • “My result is correct since this is what my algorithm gives” • Reason in terms of the user task, not your algorithm / formulas • Are your good/bad judgments in accord with intuition?
Evaluation? (Possible? How?) • IR: “user satisfaction” • Difficult to model formally • Expensive to measure directly (experiments with subjects) • At least two contradicting parameters • Completeness vs. quality • No good way to combine into one single numerical value • Some “user-defined” “weights of importance” of the two • Not formal, depend on situation • Art
Parameters to evaluate • Performance (in general sense) • Speed • Space • Tradoff • Common for all systems. Not discussed here. • Retrieval performance (quality?) • = goodness of a retrieval strategy • A testreference collection: docs and queries. • The “correct” set (or ordering) provided by “experts” • A similarity measure to compare system output with the “correct” one.
Evaluation: Model User Satisfaction • User task • Batch query processing? Interaction? Mixed? • Way of use • Real-life situation: what factors matter? • Interface type • In this chapter: laboratory settings • Repeatability • Scalability
Sets (Boolean): Precision & Recall • Tradeoff (as with time and space) • Assumes the retrieval results are sets • as in Boolean; in Vector, use threshold • Measures closeness between two sets • Recall:Of relevant docs, how many (%) were retrieved? Others are lost. • Precision:Of retrieved docs, how many (%) are relevant? Others are noise. • Nowadays with huge collections Precision is more important!
Precision & Recall Recall = Precision =
Ranked Output (Vector): ? • “Truth”: ordering built by experts • System output: guessed ordering • Ways to compare two rankings: ? • Build the “truth” set is not possible or too expensive • So not used (rarely used?) in practice • One can built the “truth” set automatically • Research topic for us?
Ranked Output (Vector) vs. Set • “Truth”: unordered “relevant” set • Output: ordered guessing • Compare ordered set with an unordered one
... Ranked Output vs. set (one query) • Plot precision vs. recall curve • In the initial part of the list containing n% of all relevant docs, what the precision is? • 11 standard recall levels: 0%, 10%, ..., 90%, 100%. • 0%: interpolated
... Many queries • Average precision and recall Ranked output: • Average precision at each recall level • To get equal (standard) recall levels, interpolation • of 3 relevant docs, there is no 10% level! • Interpolated value at level n =maximum known value between n and n + 1 • If none known, use the nearest known.
Precision vs. Recall Figures • Alternative method: document cutoff values • Precision at first 5, 10, 15, 20, 30, 50, 100 docs • Used to compare algorithms. • Simple • Intuitive • NOT a one-value comparison!
Single-value summaries • Curves cannot be used for averaging by multiple queries • We need single-value performance for each query • Can be averaged over several queries • Histogram for several queries can be made • Tables can be made • Precision at first relevant doc? • Average precision at (each) seen relevant docs • Favors systems that give several relevant docs first • R-precision • precision at R-th retrieved (R = total relevant)
Precision histogram Two algs: A, B R(A)-R(B). Which is better?
Alternative measures for Boolean • Problems with Precision & Recall measure: • Recall cannot be estimated with large collections • Two values, but we need one value to compare • Designed for batch mode, not interactive. Informativeness! • Designed for linear ordering of docs (not weak ordering) • Alternative measures: combine both in one F-measure: E-measure:user preference Rec vs. Prec
User-oriented measures Definitions:
User-oriented measures • Coverage ratio • Many expected docs • Novelty ratio • Many new docs • Relative recall: # found / # expected • Recall effort: # expected / # examined until those are found • Other: • expected search length (good for weak order) • satisfaction (considers only relevant docs) • frustration (considers only non-relevant docs)
Reference collections Texts with queries and relevant docs known TREC • Text REtrieval Conference. Different in different years • Wide variety of topics. Document structure marked up. • 6 GB. See NIST website: available at small cost • Not all relevant docs marked! • Pooling method: • top 100 docs in ranking of many search engines • manually verified • Was tested that is a good approximation to the “real” set
Ad-hoc (conventional: query answer) Routing (ranked filtering of changing collection) Chinese ad-hoc Filtering (changing collection; no ranking) Interactive (no ranking) NLP: does it help? Cross-language (ad-hoc) High precision (only 10 docs in answer) Spoken document retrieval (written transcripts) Very large corpus (ad-hoc, 20 GB = 7.5 M docs) Query task (several query versions; does strategy depends on it?) Query transforming Automatic Manual ...TREC tasks
...TREC evaluation • Summary table statistics • # of requests used in the task • # of retrieved docs; # of relevant retrieved and not retrieved • Recall-precision averages • 11 standard points. Interpolated (and not) • Document level averages • Also, can include average R-value • Average precision histogram • By topic. • E.g., difference between R-precision of this system and average of all systems
Smaller collections • Simpler to use • Can include info that TREC does not • Can be of specialized type (e.g., include co-citations) • Less sparse, greater overlap between queries • Examples: • CACM • ISI • there are others
CACM collection • Communications of ACM, 1958-1979 • 3204 articles • Computer science • Structure info (author, date, citations, ...) • Stems (only title and abstract) • Good for algorithms relying on cross-citations • If a paper cites another one, they are related • If two papers cite the same ones, they are related • 52 queries with Boolean form and answer sets
ISI collection • On information sciences • 1460 docs • For similarity in terms and cross-citation • Includes: • Stems (title and abstracts) • Number of cross-citations • 35 natural-language queries with Boolean form and answer sets
Cystic Fibrosis (CF) collection • Medical • 1239 docs • MEDLINE data • keywords assigned manually! • 100 requests • 4 judgments for each doc • Good to see agreement • Degrees of relevance, from 0 to 2 • Good answer set overlap • can be used for learning from previous queries
Research issues • Different types of interfaces; interactive systems: • What measures to use? • Such as infromativeness
Conclusions • Main measures: Precision & Recall. • For sets • Rankings are evaluated through initial subsets • There are measures that combine them into one • Involve user-defined preferences • Many (other) characteristics • An algorithm can be good at some and bad at others • Averages are used, but not always are meaningful • Reference collection exists with known answers to evaluate new algorithms
Thank you! Till ... ??