@@ -1442,18 +1442,16 @@ are computed by:
14421442\e nd{aligned}
14431443```
14441444for ``j = 0, 1, ... , H_p-1``, and knowing that the ``\m athbf{k}_o(k+j)`` vectors are
1445- extracted from the decision variable `Z̃`. The vectors ``\m athbf{x_0}(k+j)`` are the
1446- deterministic state for time ``k+j``, also extracted from `Z̃`. The disturbed input
1447- `` \m athbf{û_0}(k+j)`` is defined in [`f̂_input!`](@ref). The defects for the stochastic
1448- states `` \m athbf{s_s}`` are computed as in the [`TrapezoidalCollocation`](@ref) method, and
1449- the ones for the continuity constraint of the deterministic state trajectories are given by:
1445+ extracted from the decision variable `Z̃`. The ``\m athbf{x_0}`` vectors are the
1446+ deterministic state extracted from `Z̃`. The disturbed input `` \m athbf{û_0}(k+j)`` is defined
1447+ in [`f̂_input!`](@ref). The defects for the stochastic states `` \m athbf{s_s}`` are computed
1448+ as in the [`TrapezoidalCollocation`](@ref) method, and the ones for the continuity
1449+ constraint of the deterministic state trajectories are given by:
14501450```math
14511451\m athbf{s_c}(k+j+1) = λ_o \m athbf{x_0}(k+j) + \m athbf{C_o k}(k+j) - \m athbf{x_0}(k+j+1)
14521452```
1453- for ``j = 0, 1, ... , H_p-1``.
1454-
1455- The differentiation matrix ``\m athbf{M_o}`` and the continuity matrix ``\m athbf{C_o}`` and
1456- coefficient ``λ_o`` are introduced in [`init_orthocolloc`](@ref) documentation.
1453+ for ``j = 0, 1, ... , H_p-1``. The differentiation matrix ``\m athbf{M_o}``, the continuity
1454+ matrix ``\m athbf{C_o}`` and the coefficient ``λ_o`` are introduced in [`init_orthocolloc`](@ref).
14571455"""
14581456function con_nonlinprogeq! (
14591457 geq, X̂0, Û0, K̇,
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