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(i)There exists a complete orthonormal set of eigenvectors of.
There exists a complete metric ρ on X such that (T inoperatorname{Cont} X,rho)).
Furthermore, there exists a complete theoretic and practical analysis of fuzzy linear systems.
(J) There exists a complete metric ρ on X such that (T inoperatorname{Cont} X,rho)).
Theorem 3 Let ( X, ⪯ ) be a partially ordered set such that there exists a complete metric d on X.
There exists a complete metric ρ on X such that the topology of ((X,rho)) is stronger than that of ((X,d)) and (T inoperatorname{MKC} X,rho)).
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An unsolved question is whether there can exist a complete set of mutually orthogonal Latin squares of order k if k is not a prime power.
For every, there exist a complete metric space and a mapping on such that has no fixed points and (4.1).
A simple counting argument shows that there cannot exist a complete structure when the set of conjectures is all subsets of the set of states (Brandenburger 2003).
Let (X, ≼) be a partially ordered set such that there exist a complete partial metric p on X, U be an open subset of X and V be a closed subset of X with U ⊂ V. Let H : V × [0, 1] → X be a given mapping such that H: V → X is nondecreasing and continuous for each λ ∈ [0, 1].
Let (X, ≼) be a partially ordered set such that there exist a complete partial metric p on X and f a nondecreasing selfmap on X. Suppose that for x, y ∈ X with y ≼ x, p ( f x, f y ) ≤ M ( x, y ) - ϕ ( M ( x, y ) ), (2.26).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com