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solvability

Definitions

  • WordNet 3.6
    • n solvability the property (of a problem or difficulty) that makes it possible to solve
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Webster's Revised Unabridged Dictionary
    • Solvability The condition of being solvent; ability to pay all just debts; solvency; as, the solvability of a merchant.
    • Solvability The quality or state of being solvable; as, the solvability of a difficulty; the solvability of a problem.
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Century Dictionary and Cyclopedia
    • n solvability Capability of being solved; solubility: as, the solvability of an equation.
    • n solvability Ability to pay all just debts; solvency.
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Chambers's Twentieth Century Dictionary
    • ns Solvability capacity of being solved
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Etymology

Webster's Revised Unabridged Dictionary
F. solvabilité,
Chambers's Twentieth Century Dictionary
O. Fr. solver—L. solvĕre, to loosen, prob. from se-, aside, luĕre, to loosen.

Usage

In literature:

His occult breathings to her might be solvable by his course in that respect.
"The Mayor of Casterbridge" by Thomas Hardy
The feeding of indigents was a problem not easily solved, if solvable.
"The American Indian as Participant in the Civil War" by Annie Heloise Abel
Coleridge's unshaken conviction that it was solvable, inspired many with courage.
"Notable Events of the Nineteenth Century" by Various
Solvable (payable) = pagokapabla.
"English-Esperanto Dictionary" by John Charles O'Connor and Charles Frederic Hayes
The whole question seems to me to lie in the proverbial nutshell, and to be solvable by the proverbial common sense.
"Dog Stories from the "Spectator"" by Various
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In news:

The Solvable Problem of Organ Shortages.
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In science:

Jancovici, Electrical double layer: A solvable model, J.
Determinantal random point fields
There are many other relations between RMT and the theory of exactly solvable systems.
Random Matrix Theory and Chiral Symmetry in QCD
But, as there were not a perturbative method adapted to our formalism, we were forced to study only solvable simple models.
Perturbative method for generalized spectral decompositions
We will finally check our method with the well known solvable Friedrichs model.
Perturbative method for generalized spectral decompositions
There exists a finitely presented solvable group Γ of derived length 3 with the property that Γ has unsolvable word problem (see [Kh]).
Problems on the geometry of finitely generated solvable groups
Let G be a finitely generated solvable group.
Problems on the geometry of finitely generated solvable groups
Kharlampovich, A finitely presented solvable group with unsolvable word problem, Izv.
Problems on the geometry of finitely generated solvable groups
Milnor, Growth of finitely generated solvable groups, J.
Problems on the geometry of finitely generated solvable groups
Wolf, Growth of finitely generated solvable groups and curvature of Riemanniann manifolds, J.
Problems on the geometry of finitely generated solvable groups
The equations of motion are exactly solvable in the asymptotic limit where the relaxor system reaches an equilibrium state.
Dynamics of relaxor ferroelectrics
Kazakov, A simple solvable model of quantum field theory of open strings, Phys.
Phase transitions and random matrices
Calogero, F. A solvable nonlinear wave equation.
The Calogero equation and Liouville type equations
It is called solvable if there are two sequences of reductions, s1 and s2, such that applying s1 on f c and s2 on af ′ gives the same result.
Number Operator Algebras
At point e = f the SEVRW is exactly solvable.
Anomalous Roughness, Localization, and Globally Constrained Random Walks
This equation is not solvable in closed form except in the simplest of the situations.
Monte Carlo: Basics
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