partial function - A function which is not defined for all arguments of its input
type. E.g.f(x) = 1/x if x /= 0. The opposite of a total function. In denotational semantics, a partial function f : D -> C may be represented as a total function ft : D' -> lift(C) where D' is a superset of D and ft x = f x if x in D ft x = bottom otherwise where lift(C) = C U bottom. Bottom (LaTeX \perp) denotes "undefined". |

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parti-color

parti-colored

partial

partial abortion

partial breach

partial correlation

partial denture

partial derivative

Partial differential

partial differential equation

Partial Differential Equation LANguage

Partial differentials

partial eclipse

partial equivalence relation

partial evaluation

Partial fractions

**-- partial function --**

partial key

partial ordering

Partial Response Maximum Likelihood

partial tone

Partial tones

partial veil

partial verdict

Partialism

Partialist

Partiality

Partialize

Partially

partially ordered set

partialness

Partibility

Partible

parti-colored

partial

partial abortion

partial breach

partial correlation

partial denture

partial derivative

Partial differential

partial differential equation

Partial Differential Equation LANguage

Partial differentials

partial eclipse

partial equivalence relation

partial evaluation

Partial fractions

partial key

partial ordering

Partial Response Maximum Likelihood

partial tone

Partial tones

partial veil

partial verdict

Partialism

Partialist

Partiality

Partialize

Partially

partially ordered set

partialness

Partibility

Partible