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We denote this problem (1) by (operatorname{LCP} M, q)).

We denote this problem by the term event-synchronisation error.

We denote this consolidated problem as the general precedence scheduling problem (GPSP).

We denote this relaxed problem RCPSP-CVRP.

(4.2) Denote this problem by ({operatorname{GVI}}(C omega),Gamma(cdot,theta))).

For convenience, we denote the problem by P. For P it is generally difficult to find zeroes of A and B separately.

The constraint violation is managed by tuning the parameter K p. For convenience we still denote this unconstrained problem by ((mathcal {P}_{A})) and we apply the PMP.

We denote nonlinear problem (2.2) above by the operation form w = T J ( v ).

We denote problem (1) and its solution by (operatorname{LCP} M, q)) and (x^), respectively.

We denote problem (1.1) by VI ( F, K ) and its solution set by K ∗.

For convenience, we denote (1a - 1c) as problem (IP).