Mathematical Modeling of mRNA Poly(A) Tail Shortening Process.

A sequence of deadenylation events, or the shortening of the poly(A) tail, is a highly regulated process during the life cycle of mRNAs. Advances in biochemistry have enabled the study of deadenylation events at single-nucleotide resolution. Here we describe mathematical models and their applications to estimate the kinetics of a single deadenylation event in vitro.

Generalized Approach towards Secretion-Based Protein Production via Neutralization of Secretion-Preventing Cationic Substrate Residues.

Many heterologous proteins can be secreted by bacterial ATP-binding cassette (ABC) transporters, provided that they are fused with the C-terminal signal sequence, but some proteins are not secretable even though they carry the right signal sequence. The invention of a method to secrete these non-secretable proteins would be valuable both for understanding the secretory physiology of ABC transporters and for industrial applications. Herein, we postulate that cationic "supercharged" regions within the target substrate protein block the secretion by ABC transporters.