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Table 2 Optimal areas configuration for single ignition and multiple ignitions cases, for the two regrowth scenarios \(\mathcal {F}^{1}\) and \(\mathcal {F}^{2}\). For each optimal configuration, there are also reported: values of the integral of the burned area function \(\mathcal {A}\) and its normalized value \(\bar{\mathcal {A}}\) with respect to the no prescribed fires configuration \(c=000000\); values of treatment area \(\mathcal {T}\) and the normalized value \(\bar{\mathcal {T}}\) with respect to the all prescribed fires configuration \(c=111111\); values of the objective function G

From: Cellular automata-based simulators for the design of prescribed fire plans: the case study of Liguria, Italy

 

Regrowth scenario

Optimal configuration

\(\varvec{\mathcal {A}}\)

\(\bar{\varvec{\mathcal {A}}}\)

\(\varvec{\mathcal {T}}\)

\(\bar{\varvec{\mathcal {T}}}\)

\(\varvec{G}\)

Single ignition

\(\mathcal {F}_1\)

100000

0.0

0.0

9.04

0.15

0.15

\(\mathcal {F}_2\)

100000

11.53

0.01

9.04

0.15

0.16

Multiple ignitions

\(\mathcal {F}_1\)

001000

185.94

0.48

10.28

0.17

0.65

\(\mathcal {F}_2\)

001100

113.61

0.28

18.0

0.3

0.58