Adverb:

गणिती,

arithmetically's Usage Examples:

objects with the same invariants that are not isomorphic, including arithmetically equivalent number fields and isospectral graphs and isospectral Riemannian.

known nucleus, the original product of a reaction can be determined arithmetically.

f:\subseteq \mathbb {N} ^{k}\to \mathbb {N} } is called arithmetically definable if the graph of f {\displaystyle f} is an arithmetical set.

The β function is used, in particular, in showing that the class of arithmetically definable functions is closed under primitive recursion, and therefore.

{\displaystyle f:\subseteq \mathbb {N} ^{k}\to \mathbb {N} } is called arithmetically definable if the graph of f {\displaystyle f} is an arithmetical set.

This situation would typically be represented arithmetically by the inequality p_{1}X_{1} + p_{2}X_{2} \leq m and graphically by a budget line in the positive real numbers.

always decelerating (has a negative second derivative) when plotted arithmetically.

with yellow background are part of the modern Hangul subset which are arithmetically composable (in pairs or triples of jamo characters) to canonically equivalent.

It states that the set Th( N {\displaystyle {\mathcal {N}}} ) is not arithmetically definable.

computability-theoretic forcing only aims to meet dense sets that are arithmetically or hyperarithmetically definable.

Two fields are called arithmetically equivalent if they have the same Dedekind zeta function.

automorphisms of the Turing degrees by showing that any automorphism will be arithmetically definable.

It is employed by arithmetically adding a table of values, listed by octave or third-octave bands, to.