Historical data-based missing path recovery method
A path recovery and historical data technology, applied in the field of trajectory calculation, can solve the problems of increased path diversity, low specificity of popular paths, unsatisfactory recovery results, etc., and achieve the effect of maintaining reliability and accuracy
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[0038] The specific implementation process of the present invention will be described below in conjunction with specific examples:
[0039] 1. Train model parameters based on historical data
[0040] (1) Define MDP model, state set S={s 1 ,s 2 ,...,s 17}, an action is defined as a transition between two adjacent states, such as s 1 →s 2 ,s13 →s 17 , define the attenuation coefficient γ, such as γ=0.95.
[0041] (2) The initial reward function of each state is defined as its road length,
[0042] That is, R(s 1 )=s 1 .len, R(s 2 )=s 2 .len,...,R(s 17 )=s 17 .len,
[0043] Among them, s.len represents the length of road segment s. Total return function set R={R(s 1 ), R(s 2 ),...,R(s 17 )}.
[0044] (3) For the dotted historical track tr 1 Do Posterior Probability Calculations
[0045] (a) will terminate state s 17 The return function of is set to 0;
[0046] (b) Use the value iteration method for the current MDP to obtain the optimal value function V for e...
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