Smooth Boosting and Learning with Malicious Noise
By Rocco A. Servedio. 2001
213 citations recorded by the source corpus.
Subfields: Artificial Intelligence
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Artificial Intelligence
- Ilias Diakonikolas
- Fabio Roli
- Battista Biggio
- Alistair Stewart
- Daniel M. Kane
- Jerry Zheng Li
- Giorgio Giacinto
- Vitaly Feldman
Citations in the corpus
- Robust Estimators in High Dimensions without the Computational Intractability (2016, background): “A sequence of works studied this problem for the class of halfspaces [44], [45], [46] in the setting where the underlying distribution is a Gaussian, culminating in the work of Awasthi et al.”
- Can machine learning be secure? (2006, background): “Specifically, they proved that if the learner is to perform correctly, in general the fraction of training points controlled by the adversary must be less than /(1+ ), where is the desired bound on classification errors by the learner [4, 6, 30].”
- Learning Halfspaces with Malicious Noise (2009, methodology): “Lemma 7 ([25]).”
- Adversarial attacks against intrusion detection systems: Taxonomy, solutions and open issues (2013, background): “Interesting solutions are based on boosting [135], and on the framework of robust statistics [131].”
- Boosting and Hard-Core Set Construction (2003, methodology): “Building on this algorithm, Servedio has given an improved boosting-by-sampling algorithm which is also 1/� -smooth but uses only O(1/(�γ 2 )) stages ( Servedio, 2001 ).”
- Mixture models, robustness, and sum of squares proofs (2017, background): “There has been a long line of work on making algorithms tolerant to error in supervised settings [41, 66], especially for learning halfspaces [4, 28, 42, 60], and for problems such as PCA [15, 16, 47, 70].”
- The power of localization for efficiently learning linear separators with noise (2013, unknown): “[Ser01] Rocco A.”
- Attribute-efficient learning of decision lists and linear threshold functions under unconcentrated distributions (2006, methodology): “SmoothBoost [27] has two parameters, γ and θ.”
- Distribution-Specific Agnostic Boosting (2009, background): “In its least restricted version the examples are generated from some unknown distribution A over X ×{− 1 , 1 } .”
- An Introduction to Boosting and Leveraging (2002, methodology): “The version of SmoothBoost described in [178] requires two parameters as input: (i) κ, which measures the desired error rate of the final classifier, (ii) and γ which measures the guaranteed edge of the hypothesis returned by the weak learner.”
- Edited AdaBoost by weighted kNN (2010, methodology): “In the case of probabilistic setup, the expectation of loss [15] is”