Horiuti stoichiometric rule

Horiuti stoichiometric rule. This rule is applied to find the number of linearly independent routes. Stoichiometric numbers must satisfy the equation... 

This relationship for the determination of the number for the linearly independent routes is called the Horiuti stoichiometric rule. Let us apply it. 

This equation represents the Horiuti rule [13], but it is specified by us as a number of a stoichiometric independent routes. Expression (2.23) means that, knowing the basis from the linearly independent vectors /, the rest can be founded from the solution of equation (2.22) as a linear combination of the base ones. 

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