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Table 3 Action-wise mapping of the transition probability values for the case study

From: Stochastic maximum power point tracking of photovoltaic energy system under partial shading conditions

\({\mathbf{p}}({\mathbf{e}}^{ + } |\sum {{\text{I}}_{{{\mathbf{rr}}}} } ,{\mathbf{a}}_{{\mathbf{k}}} )\)

\({a}_{k}\)

\({a}_{1}\)

\({a}_{2}\)

\({a}_{3}\)

\({a}_{4}\)

\({a}_{5}\)

\({a}_{6}\)

\({a}_{7}\)

 

\(\sum {I}_{rr}\)

800

\({P}_{r0}\)

\({P}_{r1}\)

\({P}_{r2}\)

\({P}_{r3}\)

\({P}_{r4}\)

\({P}_{r5}\)

\({P}_{r6}\)

 

1000

\({P}_{r0}\)

\({P}_{r1}\)

\({P}_{r2}\)

\({P}_{r3}\)

\({P}_{r4}\)

\({P}_{r5}\)

\({P}_{r6}\)

 

1200

\({P}_{r1}\)

\({P}_{r0}\)

\({P}_{r1}\)

\({P}_{r2}\)

\({P}_{r3}\)

\({P}_{r4}\)

\({P}_{r5}\)

 

1400

\({P}_{r1}\)

\({P}_{r0}\)

\({P}_{r1}\)

\({P}_{r2}\)

\({P}_{r3}\)

\({P}_{r4}\)

\({P}_{r5}\)

 

1600

\({P}_{r2}\)

\({P}_{r1}\)

\({P}_{r0}\)

\({P}_{r1}\)

\({P}_{r2}\)

\({P}_{r3}\)

\({P}_{r4}\)

 

1800

\({P}_{r2}\)

\({P}_{r1}\)

\({P}_{r0}\)

\({P}_{r1}\)

\({P}_{r2}\)

\({P}_{r3}\)

\({P}_{r4}\)

 

2000

\({P}_{r2}\)

\({P}_{r1}\)

\({P}_{r0}\)

\({P}_{r1}\)

\({P}_{r2}\)

\({P}_{r3}\)

\({P}_{r4}\)

 

2200

\({P}_{r3}\)

\({P}_{r2}\)

\({P}_{r1}\)

\({P}_{r0}\)

\({P}_{r1}\)

\({P}_{r2}\)

\({P}_{r3}\)

 

2400

\({P}_{r3}\)

\({P}_{r2}\)

\({P}_{r1}\)

\({P}_{r0}\)

\({P}_{r1}\)

\({P}_{r2}\)

\({P}_{r3}\)

 

2600

\({P}_{r3}\)

\({P}_{r2}\)

\({P}_{r1}\)

\({P}_{r0}\)

\({P}_{r1}\)

\({P}_{r2}\)

\({P}_{r3}\)

 

2800

\({P}_{r4}\)

\({P}_{r3}\)

\({P}_{r2}\)

\({P}_{r1}\)

\({P}_{r0}\)

\({P}_{r1}\)

\({P}_{r2}\)

 

3000

\({P}_{r4}\)

\({P}_{r3}\)

\({P}_{r2}\)

\({P}_{r1}\)

\({P}_{r0}\)

\({P}_{r1}\)

\({P}_{r2}\)

 

3200

\({P}_{r4}\)

\({P}_{r3}\)

\({P}_{r2}\)

\({P}_{r1}\)

\({P}_{r0}\)

\({P}_{r1}\)

\({P}_{r2}\)

 

3400

\({P}_{r5}\)

\({P}_{r4}\)

\({P}_{r3}\)

\({P}_{r2}\)

\({P}_{r1}\)

\({P}_{r0}\)

\({P}_{r1}\)

 

3600

\({P}_{r5}\)

\({P}_{r4}\)

\({P}_{r3}\)

\({P}_{r2}\)

\({P}_{r1}\)

\({P}_{r0}\)

\({P}_{r1}\)

 

3800

\({P}_{r6}\)

\({P}_{r5}\)

\({P}_{r4}\)

\({P}_{r3}\)

\({P}_{r2}\)

\({P}_{r1}\)

\({P}_{r0}\)

 

4000

\({P}_{r6}\)

\({P}_{r5}\)

\({P}_{r4}\)

\({P}_{r3}\)

\({P}_{r2}\)

\({P}_{r1}\)

\({P}_{r0}\)