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Τι (ποιος) είναι irresolvable$512974$ - ορισμός
Irresolvable space
Resolvable space
In topology, a topological space is said to be resolvable if it is expressible as the union of two disjoint dense subsets. For instance, the real numbers form a resolvable topological space because the rationals and irrationals are disjoint dense subsets.
Resolvable
WIKIMEDIA DISAMBIGUATION PAGE
Solutions; Soln; Soln.; Solving; Resolvable; Resolvability; Irresolvable; Unresolvable; Solution (album); Solution (disambiguation)
·adj Admitting of being resolved; admitting separation into constituent parts, or reduction to first principles; admitting solution or explanation; as, resolvable compounds; resolvable ideas or difficulties.
Solution
WIKIMEDIA DISAMBIGUATION PAGE
Solutions; Soln; Soln.; Solving; Resolvable; Resolvability; Irresolvable; Unresolvable; Solution (album); Solution (disambiguation)
·noun A Crisis.
II. Solution ·noun release; deliverance; discharge.
III. Solution ·noun The termination of a disease; resolution.
IV. Solution ·noun The state of being dissolved or disintegrated; resolution; disintegration.
V. Solution ·noun A liquid medicine or preparation (usually aqueous) in which the solid ingredients are wholly soluble.
VI. Solution ·noun The act of separating the parts of any body, or the condition of undergoing a separation of parts; disruption; breach.
VII. Solution ·noun The act or process by which a body (whether solid, liquid, or gaseous) is absorbed into a liquid, and, remaining or becoming fluid, is diffused throughout the solvent; also, the product reulting from such absorption.
VIII. Solution ·noun The act of solving, or the state of being solved; the disentanglement of any intricate problem or difficult question; explanation; clearing up;
- used especially in mathematics, either of the process of solving an equation or problem, or the result of the process.
Βικιπαίδεια
Resolvable space
In topology, a topological space is said to be resolvable if it is expressible as the union of two disjoint dense subsets. For instance, the real numbers form a resolvable topological space because the rationals and irrationals are disjoint dense subsets. A topological space that is not resolvable is termed irresolvable.
