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A statistical distribution such as the normal distribution which has a single "peak."
The property of being the only possible solution (perhaps modulo a constant, class of transformation, etc.).
A ball of radius 1.
A transformation of the form A^'=UAU^(H), where U^(H) denotes the conjugate transpose.
Capable of taking on exactly one possible value.
A function of a single variable (e.g., f(x), g(z), theta(xi), etc.).
A polynomial in a single variable, e.g., P(x)=a_2x^2+a_1x+a_0, as opposed to a multivariate polynomial.
If A is true unless B, then not-B implies A, but B does not necessarily imply not-A.
A homogeneous ideal defining a projective algebraic variety is unmixed if it has no embedded prime divisors.
A formula whose truth table contains only false in any interpretation is called unsatisfiable.
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