multi-valued

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Adj.1.multi-valued - having many values, meanings, or appeals; "subtle, multivalent allegory"
multivalent
ambiguous - having more than one possible meaning; "ambiguous words"; "frustrated by ambiguous instructions, the parents were unable to assemble the toy"
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References in periodicals archive
On the other hand, multivalued function is an important class of mappings, which has been extensively employed in control theory [8], stochastics [9], artificial intelligence [10], and economics [11].
On the Blended Solutions of Polynomial-Like Iterative Equation with Multivalued Functions
After the analytical continuation, the complex distance R is a multivalued function which respects the radiation condition when Re(R) [greater than or equal to] 0.
Generation of Complex Source Point Expansions from Radiation Integrals
This means that the imaginary eigenvalues of H([sigma]) determine the [sigma]-level set of the multivalued function
On the computation of the distance to quadratic matrix polynomials that are singular at some points on the unit circle
The initial portion of the graph (of the multivalued function) showing the variation of the normalised phase speed [[upsilon].sub.p]/c with respect to the normalised frequency [k.sub.0a] for the dielectric loaded tape helix corresponding to 0 < [k.sub.0a] < 1.3 is plotted in Fig.
Propagation of electromagnetic waves guided by the anisotropically conducting model of a tape helix supported by dielectric rods
Moreover, we can regard [A.sub.0] (z) as a multivalued function; more precisely, we can regard [A.sub.0]([re.sub.i[theta]]) as a function of (r, [theta]) [member of] (0, [infinity]) x (- [infinity], [infinity]), and then (3.5) holds as r = [absolute value of z] [right arrow] 0 for - 1/2 [pi] + [epsilon] < [theta] 5/2 [pi] - [epsilon], for any [epsilon] > 0.
A divergent generating function that can be summed and analysed analytically
Since the GDQ of a multivalued function is not unique (see [11-16]), we use one, denoted by SGDQ, which seems to fit best: it contains all important directions without superfluous ones.
Overview of viability results/olevaade vitaalsustulemustest
The multivalued function v : J [right arrow] [2.sup.Y] \ {0} is measurable and v(*) c e, where e is a bounded set of Y.
Fractional Stochastic Differential Equations with Hilfer Fractional Derivative: Poisson Jumps and Optimal Control
If m = 1, F([zeta]) is a multivalued function. A contradiction.
Derivatives of meromorphic functions with multiple zeros and small functions
[13] extended these notions to multivalued functions by introducing the concepts of [[alpha].sub.*]-[psi]-contractive and [[alpha].sub.*]-admissible for multivalued mappings and proved some fixed point results.
Fixed Point Theorems for Manageable Contractions with Application to Integral Equations
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