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Let (pn) be any sequence of positive integers such that pm|pn whenever m ⩽ n.
Let be any sequence of numbers.
Let ( φ n ) be any sequence of positive real numbers.
Let be any sequence of converging weakly to as.
Let be any sequence of the elements of the space such that (3.11).
and also be any sequence of scalars such that Then, since the inequality (3.12).
Similar(44)
where { t k } is any sequence of real numbers.
where { b k } k ∈ Z is any sequence of positive numbers.
where { a k } k ∈ Z is any sequence of positive numbers.
Assume is any sequence of positive numbers in the unit interval and let be the sequence generated by the IMR (2.3).
A deduction is any sequence of statements each of which is derived from some initial set of statements (the premises) or from a prior statement in the sequence.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com