Angelo Valleriani

DYNKIN TBA'S

We prove a useful identity valid for all ADE minimal S-matrices, that clarifies the transformation of the relative thermodynamic Bethe Ansatz (TBA) from its standard form into the universal one proposed by Al. B. Zamolodchikov. By considering the graph encoding of the system of functional equations for the exponentials of the pseudo-energies, we show that any such system having the same form as those for the ADE TBA’s, can be encoded 011 A, D, E, A/Z2 only. This includes, besides the known ADE diagonal scattering, the set of all SU(2) related magnonic TBA’s. We explore this class systematically and find some interesting new massive and massless RG flows. The generalization to classes related to higher rank algebras is briefly presented and an intriguing relation with level-rank duality is signalled.We prove a useful identity valid for all

Shape of ecological networks.

ADE

Global and local depletion of ternary complex limits translational elongation

minimal S-matrices, that clarifies the transformation of the relative thermodynamic Bethe Ansatz (TBA) from its standard form into the universal one proposed by Al.B.Zamolodchikov. By considering the graph encoding of the system of functional equations for the exponentials of the pseudoenergies, we show that any such system having the same form as those for the

FANSe: an accurate algorithm for quantitative mapping of large scale sequencing reads

ADE

Complex Degradation Processes Lead to Non-Exponential Decay Patterns and Age-Dependent Decay Rates of Messenger RNA

TBAs, can be encoded on

Dwell time distributions for kinesin's mechanical steps

A,D,E,A/Z_2

Quantitative assessment of ribosome drop-off in E. coli

only. This includes, besides the known

Damage spreading in the Bak-Sneppen model

ADE

Bacteria differently regulate mRNA abundance to specifically respond to various stresses.

diagonal scattering, the set of all

Self organization of interacting polya urns

SU(2)