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Cellular functions associated to networks, based on the functional annotation of their genes, were ranked according to their translatome specificity (Additional file 1: Table S3).
These functions are the K-spherical functions associated to the Gelfand pair (K, Hn).
We show that using properties of Voiculescu's subordination functions associated to free additive convolution of operator-valued distributions, simpler formulas for bi-free convolutions can be derived.
The proposed formulation relies on a projection of the cross-sectional transfer matrices on a reduced set of shape functions associated to propagating waves.
In this paper, we study a family of hypergeometric functions associated to cones of convex type in a Euclidean Jordan algebra.
We describe here a representation of computable real numbers and a set of algorithms for the elementary functions associated to this representation.
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We study certain normalized special values of L-functions associated to elliptic curves and real quadratic fields.
The classical concept of Q-functions associated to symmetric and selfadjoint operators due to M.G.
Subconvex bounds in the weight aspect for Rankin Selberg L-functions associated to two cusp forms are established.
The applications include a partial extension of Selberg's results on his zeta functions and a result by Parry and Pollicott on meromorphic continuations of dynamical zeta functions to certain L-functions associated to a dynamical system of Anosov type.
The molecular function associated to Dp427 was channel activity and transmembrane transporter activity.
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