Sentence examples for elimination problem from inspiring English sources

After dealing with several special cases, Schröder recommended this topic as an important research area the quest for an Elimination Theorem would be known as the Elimination Problem.

From previous research we know that the satisfiability problem for Horn disjunctive linear constraints is solvable in PTIME, but not the variable elimination problem.

Necessary and sufficient conditions are directly obtained i.e. without computing the input-output differential equations of the nonlinear systems by solving the state elimination problem.

The stopping rules for certain iterative methods designed for solving linear equations and a linear elimination problem are proposed and analysed.

Skolem (1920) gave an elegant solution to the Elimination Problem posed by Schröder for the calculus of classes by showing that if one added predicates to express "has at least $n$ elements", for each $n = 1, 2, \ldots$, then there was a simple (but often lengthy) procedure to convert a first-order formula about classes into a quantifier-free formula.

We assume that we have a class of constraints C with some reasonable computational and closure properties (the computational properties of interest are that the satisfiability problem and an appropriate version of the variable elimination problem for C should be solvable in PTIME).

Thus we try to discover subclasses of Horn disjunctive linear constraints with tractable variable elimination problems.

We present a circuit based computation model which captures all known symbolic elimination algorithms in effective Algebraic Geometry and exhibit a class of simple elimination problems which require exponential size circuits to be solved in this model.

Referral criteria include: (a) the patient is able to participate in integrative health intervention, and (b) patient concerns include pain, anxiety/stress, elimination problems, nausea/vomiting, insomnia, coping with change in health/well-being, or maintaining/prolonging a pregnancy.

The reaction-elimination problem is formulated as a linear integer program which can be solved to guaranteed global optimality.

Simulation experiments, on the basis of built model, also allow for the elimination of problems, standardisation and the limitation of losses.