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Prove that the preferences follow the Von Neumann and Morgensten's axioms

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#decision-theory #decision-problems
36
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Find decision rule using Rao-Blackwell

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#statistics #bayesian #decision-problems
30
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How to determine if $x$ does not belong to $L \in NP$ in a finite number of steps

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#computational-complexity #decision-problems
120
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Checking if a matrix is zero deletable?

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#np-complete #decision-problems
814
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Intersection of convex hulls

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#linear-programming #polyhedra #discrete-geometry #convex-hulls #decision-problems
807
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Point in Polytope?

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#linear-programming #computational-geometry #polytopes #convex-hulls #decision-problems
33
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Is there an algorithm that can compute finite presentations for finitely presentable subgroups in a FP group with solvable word problem?

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#group-theory #recursive-algorithms #group-presentation #combinatorial-group-theory #decision-problems
87
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Reducing to an NP-complete problem

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#computational-complexity #np-complete #decision-problems
120
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Presentation of a subgroup of a given index

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#group-theory #algorithms #combinatorial-geometry #group-presentation #decision-problems
71
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How to proof that the union of two semi decidable languages ist semi decidable.

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#formal-languages #decision-problems
72
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Minimum spanning forest, where each tree has the same number of vertices.

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#combinatorics #graph-theory #computational-complexity #np-complete #decision-problems
52
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Minimum spanning forest, for a complete graph.

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#combinatorics #graph-theory #computational-complexity #np-complete #decision-problems
148
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How to determine whether a given convex polytope is contained in another given convex polytope?

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#matrices #convex-analysis #polytopes #discrete-geometry #decision-problems

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