In the mathematical discipline of idempotent analysis, tropical analysis is the study of the tropical semiring. == Applications == The max tropical semiring can be used appropriately to determine marking times within a given Petri net and a vector filled with marking state at the beginning: − ∞ {\displaystyle -\infty } (unit for max, tropical addition) means "never before", while 0 (unit for addition, tropical multiplication) is "no additional time".
In the mathematical discipline of idempotent analysis, tropical analysis is the study of the tropical semiring. == Applications == The max tropical semiring can be used appropriately to determine marking times within a given Petri net and a vector filled with marking state at the beginning: − ∞ {\displaystyle -\infty } (unit for max, tropical addition) means "never before", while 0 (unit for addition, tropical multiplication) is "no additional time".
Source: Wikipedia "Tropical analysis" · CC BY-SA 4.0
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