Adverb:

ਘੱਟੋ-ਘੱਟ,

minimality's Usage Examples:

When this minimality condition holds, U is called the minimal unitary dilation of T.

The complete list of 10-cages and the proof of minimality was given by Mary R.

Note that, in contrast to o-minimality, it is possible for a theory to have models which are weakly o-minimal.

One popular theoretical implementation of this is called "relativized minimality".

term "least action" is a historical misnomer since the principle has no minimality requirement: the value of the action functional need not be minimal (even.

have much in common with hypervisors, but the latter make no claim to minimality and are specialized to supporting virtual machines; the L4 microkernel.

By minimality, K has dimension less than that of C n × n ⊗ C m {\displaystyle C^{n\times.

counterexample D, that is smaller than C in the sense of the working hypothesis of minimality, then this technique is traditionally called proof by infinite descent.

There are different minimality notions, among them: x ¯ ∈ S {\displaystyle {\bar {x}}\in S} is a weakly.

O-minimality can be regarded as a weak form of quantifier elimination.

An important part of the uncertainty field is that of argumentation, where further constraints of minimality and consistency are applied.

If G had a nontrivial proper normal subgroup H, then (because of the minimality of G), H and G/H would be solvable, so G as well, which would contradict our assumption.

Strong minimality was one of the early notions in the new field of classification theory.