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Finite-Time Error Bounds For Linear Stochastic Approximation and TD Learning
R. Srikant
, Lei Ying
Electrical and Computer Engineering
Coordinated Science Lab
Office of the Vice Chancellor for Research and Innovation
Siebel School of Computing and Data Science
Research output
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peer-review
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Dive into the research topics of 'Finite-Time Error Bounds For Linear Stochastic Approximation and TD Learning'. Together they form a unique fingerprint.
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Keyphrases
Error Bound
100%
Timing Error
100%
Lyapunov Function
100%
TD Learning
100%
Linear Stochastic Approximation
100%
Steady State
66%
Constant Step Size
66%
Mean Square Error
33%
2-norm
33%
Gaussian Random Variable
33%
Sampling numbers
33%
Approximation Error
33%
Performance Bounds
33%
Ordinary Differential Equations
33%
Learning Algorithm
33%
Stochastic Approximation
33%
Higher-order Moments
33%
Equilibrium Point
33%
Comprehensive Treatment
33%
Steady-state Performance
33%
Stein's Method
33%
Lower-order Moments
33%
Linear Function Approximation
33%
Projection Step
33%
Markov Noise
33%
Temporal Difference Learning
33%
Linear ODEs
33%
Mathematics
Stochastics
100%
Error Bound
100%
Finite Time
100%
Step Size
80%
Ordinary Differential Equation
40%
Mean Square Error
20%
Gaussian Random Variable
20%
Approximation Error
20%
Bound State
20%
Linear Function
20%
Stochastic Approximation Algorithm
20%
Point of Equilibrium
20%