vault backup: 2025-04-30 17:18:22
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@ -111,7 +111,9 @@ Every component can be in three states:
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- C (extracted, waiting to externally communicate its value and start the process again): $$A_{i}=a_{i}.B_{i} \quad B_{i}=\tau.C_{i}+\bar{a}_{(i \space mod \space n)+1}.A_{i} \quad C_{i}=\bar{p}_{i}.B_{i}$$
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In pratica ogni volta o estrae di nuovo "se stesso" oppure "abilita" il componente successivo.
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Implementation: $$Impl \triangleq (B_{1}|A_{2}|\dots|An)$$
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Implementation: $$Impl \triangleq (B_{1}|A_{2}|\dots|An)\setminus_{\{ a_{1}\dots an \}}$$
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basically we need to have an initially habilitated process, which can be any (the first one in our case).
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This will generate the LTS:
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This will generate the LTS:
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