Selfless Sequential Learning
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Sequential learning studies the problem of learning tasks in a sequence with restricted access to only the data of the current task. In the setting with a fixed model capacity, the learning process should not be selfish and account for later tasks to be added and therefore aim at utilizing a minimum number of neurons, leaving enough capacity for future needs. We explore different regularization strategies and activation functions that could lead to less interference between the different tasks. We show that learning a sparse representation is more beneficial for sequential learning than encouraging parameter sparsity regardless of their corresponding neurons. We particularly propose a novel regularizer that encourages representation sparsity by means of neural inhibition. It results in few active neurons which in turn leaves more free neurons to be utilized by upcoming tasks. We combine our regularizer with state-of-the-art lifelong learning methods that penalize changes on important previously learned parts of the network. We show that increased sparsity translates in a performance improvement on the different tasks that are learned in a sequence.
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