Travelled to:1 × China
1 × France
1 × United Kingdom
3 × Canada
5 × USA
Collaborated with:R.Urner J.Gehrke N.Haghtalab R.Ben-Eliyahu ∅ S.Wulff S.Shalev-Shwartz D.Kifer R.Schuller N.H.Bshouty E.Kushilevitz D.Loker N.Srebro K.Sridharan G.Beskales M.A.Soliman I.F.Ilyas B.Chor O.Goldreich M.Luby A.Borodin R.M.Karp G.Tardos A.Wigderson
Talks about:detect (3) data (3) algorithm (2) cluster (2) learn (2) can (2) monochromat (1) misclassif (1) background (1) framework (1)
Person: Shai Ben-David
DBLP: Ben-David:Shai
Contributed to:
2014201320122011
20092004
2002
1997
1994199219901989Wrote 12 papers:
- ICML-c2-2014-Ben-DavidH #clustering
- Clustering in the Presence of Background Noise (SBD, NH), pp. 280–288.
- ICML-c2-2013-WulffUB #clustering
- Monochromatic Bi-Clustering (SW, RU, SBD), pp. 145–153.
- ICML-2012-Ben-DavidLSS #classification #fault #using
- Minimizing The Misclassification Error Rate Using a Surrogate Convex Loss (SBD, DL, NS, KS), p. 16.
- ICML-2011-UrnerSB #predict
- Access to Unlabeled Data can Speed up Prediction Time (RU, SSS, SBD), pp. 641–648.
- VLDB-2009-BeskalesSIB #detection #modelling #query
- Modeling and Querying Possible Repairs in Duplicate Detection (GB, MAS, IFI, SBD), pp. 598–609.
- VLDB-2004-KiferBG #data type #detection
- Detecting Change in Data Streams (DK, SBD, JG), pp. 180–191.
- KDD-2002-Ben-DavidGS #data flow #framework #learning
- A theoretical framework for learning from a pool of disparate data sources (SBD, JG, RS), pp. 443–449.
- STOC-1997-Ben-DavidBK #algorithm #composition #concept #geometry #learning #theorem
- A Composition Theorem for Learning Algorithms with Applications to Geometric Concept Classes (SBD, NHB, EK), pp. 324–333.
- LICS-1994-Ben-DavidB #logic #reasoning
- a modal logic for subjective default reasoning (SBD, RBE), pp. 477–486.
- STOC-1992-Ben-David #detection #finite #question
- Can Finite Samples Detect Singularities of Real-Valued Functions? (SBD), pp. 390–399.
- STOC-1990-Ben-DavidBKTW #algorithm #on the #online #power of
- On the Power of Randomization in Online Algorithms (SBD, AB, RMK, GT, AW), pp. 379–386.
- STOC-1989-Ben-DavidCGL #complexity #formal method #on the
- On the Theory of Average Case Complexity (SBD, BC, OG, ML), pp. 204–216.