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This reduces the satisfiability and validity problems to the problem of solving a parity game.
This turns the reconstruction into the problem of solving a homogeneous system of algebraic linear equations.
The boundary stabilization problem is converted to a problem of solving a specific Klein Gordon-type linear hyperbolic PDE.
The problem of solving a linear system of equations is widely encountered in many fields of science and engineering.
Such a problem reduces to the problem of solving a large tridiagonal system of linear equations with an almost Toeplitz structure.
We let P i) denote the problem of solving a discrete Poisson equation on a (2^i+1 -by-(2^i+1 -by-d, with (2^i+1)^2 unknowns.
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By introducing a sensitivity parameter and expanding power series around it, the optimal tracking control problem can be simplified into the problem of solving an infinite sum of linear optimal control series without time-delay and disturbance.
In this way, the complex problem of solving an over-determined system of quadratic equations is reduced to solve an over-determined system of linear equations.
Thus, the complex problem of solving an over-determined system of quadratic equations is reduced to solve an over-determined system of linear equations defined by the radical axes.
Consequently, they reduce such problems to those of solving a system of algebraic equations, greatly simplifying the problem [33 38].
The problem is essentially that of solving a structurally determinate system.
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