J08-4002 using supervised learning with linear function approximation . This " pure SL " policy simply
J08-4002 fold was then used to train a linear function approximation user model , which was used to
P08-1073 State space discretisation We use linear function approximation in order to learn with large
J11-1006 State Space Discretization We use linear function approximation in order to learn with large
J08-4002 which we have data . We also use linear function approximation to address the need to generalize
J08-4002 state -- action space ( also using linear function approximation ) . Our hybrid policy uses SL
J08-4002 for 2,000 dialogues against a linear function approximation user model trained on the opposite
J08-4002 . This is the first time that linear function approximation has been used for learning dialogue
J11-1006 database hits . Techniques such as linear function approximation are useful for handling the resulting
J08-4002 future reward . We claim that linear function approximation is an effective way to generalize
P06-1024 generalisation method such as linear function approximation ( Henderson et al. , 2005 ) .
J08-4002 covered by the data set , and the linear function approximation is used to handle the very large
E09-1078 known SARSA algorithm , using linear function approximation ( Sutton and Barto , 1998 ) .
J08-4002 simplest and most efficient is linear function approximation . Table 2 The weights used to
J08-4002 example of the limitations of linear function approximation , and our dependence on the previous
N06-1035 addressed state features by using linear function approximation to deal with large state spaces
J08-4002 discussed in Section 2.3 , using linear function approximation and a normalized exponential
J14-4006 reinforcement learning algorithm ( with linear function approximation ) ( Shapiro and Langley 2002
J11-1006 with large state-action spaces . Linear function approximation learns linear estimates for expected
J08-4002 challenging task indicates that linear function approximation is a viable approach to the very
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