Exploiting Task Relatedness for Mulitple Task Learning
By Shai Ben-David, Reba Schuller Borbely, Rebecca A. Schuller. 2003
496 citations recorded by the source corpus.
Subfields: Artificial Intelligence, Computational Mechanics, Optimization & Training
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
In Computational Mechanics
In Optimization & Training
- Qiang Yang
- Yu Zhang
- Jieping Ye
- Nati Srebro
- Peter Richtárik
- Francis R. Bach
- H. Brendan McMahan
- Jakub Konecný
Citations in the corpus
- An Overview of Multi-Task Learning in Deep Neural Networks (2017, background): “[Ben-David and Schuller, 2003] propose that two tasks are F -related if the data for both tasks can be generated from a fixed probability distribution using a set of transformations F .”
- Semi-Cyclic Stochastic Gradient Descent (2019, background): “In order to do so, it is necessary to target a particular way in which tasks are related (Baxter, 2000; Ben-David & Schuller, 2003).”
- A Survey on Multi-Task Learning (2017, background): “[196], [197], [198] study the generalization bound of MTL based on the VC dimension by assuming that data distributions of different tasks can be transformed via some known family of functions.”
- Undoing the Damage of Dataset Bias (2012, methodology): “A mathematical framework similar to ours is proposed in [11, 12] for multi-task learning, where solutions to multiple tasks are tied through a common weight vector.”
- Latent Multi-Task Architecture Learning (2017, background): “ and b) while sluice networks easily fit noise, they are robust across domains in practice. 1 Motivation While there is theory providing guarantees for effectivity of some types of multi-task learning [2, 3], none of these hold for the loosely related tasks to which multi-task learning is most often ”
- Efficient Representations for Lifelong Learning and Autoencoding (2014, background): “Other related sample complexity results appear in [8].”
- The Benefit of Multitask Representation Learning (2015, methodology): “Despite the considerable success of multitask learning and in particular multitask representation learning there are only few theoretical investigations (Ando and Zhang, 2005; Baxter, 2000; Ben-David and Schuller, 2003).”
- Sluice networks: Learning what to share between loosely related tasks (2017, background): “While there is theory providing guarantees for effectivity of some types of multi-task learning [2, 3], none of these hold for the loosely related tasks to which multi-task learning is most often applied in natural language processing (NLP) or computer vision [8, 25].”
- Sparse coding for multitask and transfer learning (2012, background): “it was generated, and in the domain of learning to learn, where the dictionary is applied to new tasks of the same environment. Our work combines ideas from sparse coding [25, 26], multitask learning [1, 3, 10, 13, 14] and learning to learn [7, 30]. There is a vast literature on these subjects and t”
- Excess risk bounds for multitask learning with trace norm regularization (2012, methodology): “[9] uses a special assumption of task-relatedness to give interesting bounds not on the average, but the maximal risk over the tasks.”
- Analysis of Representations for Domain Adaptation (2006, background): “While many authors have analyzed adaptation from multiple sets of labeled training data [3, 5, 7, 13], our theory applies to the setting in which the target domain has no labeled training data, but plentiful unlabeled data exists for both target and source domains.”
- Hierarchical Multitask Structured Output Learning for Large-scale Sequence Segmentation (2011, background): “, [5, 8]) have been explored, providing empirical findings [16] and theoretical foundations [3, 4].”
- Local Rademacher Complexity-based Learning Guarantees for Multi-Task Learning (2016, background): “Also, in the context of domain adaptation, similar considerations are examined by [41, 43, 42, 21, 66, 44] and [22].”