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A phase 1 dose-escalation and expansion study of binimetinib (MEK162), a potent and selective oral MEK1/2 inhibitor
Height growth of solutions and a discrete Painlev\'e equation
Consider the discrete equation where the right side is
of degree two in and where the coefficients , and are
rational functions of with rational coefficients. Suppose that there is a
solution such that for all sufficiently large , and the
height of dominates the height of the coefficient functions ,
and . We show that if the logarithmic height of grows no faster than
a power of then either the equation is a well known discrete Painlev\'e
equation or its autonomous version or is also an
admissible solution of a discrete Riccati equation. This provides further
evidence that slow height growth is a good detector of integrability.Comment: 26 page
Proteome profiling outperforms transcriptome profiling for coexpression based gene function prediction
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