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Let λ is a real number such that (0leqlambda<1), and let ({ b_{n}}) be a sequence of positives reals numbers such that (lim_{nto infty} b_{n} =0).
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Altogether, our study introduces a regulatory motif that locks cells in a differentiated state by engaging a sequence of positive feedback loops.
More precisely, let (fk k= 1n be a sequence of positive (symmetrically distributed) independent random variables and let Φ be an Orlicz function with Δ2-condition.
Let ({a k)}) be a sequence of positive numbers.
Let be a sequence of positive real numbers a sequence of positive even functions satisfying (3.1) for some.
where is a sequence of positive constants satisfying (1.7).
Let ((p_{n})) be a sequence of positive real numbers.
where is a sequence of positive real numbers.
Then there exists a sequence of positive numbers with, for.
for a sequence of positive constants Then for any (2.4).
Let be a sequence of positive numbers with.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com