$p$-Adic Haar multiresolution analysis and pseudo-differential operators

$p$-Adic multidimensional wavelets and their application to $p$-adic pseudo-differential operators

$PT$ symmetric non-selfadjoint operators, diagonalizable and non-diagonalizable, with real discrete spectrum

$q$-graded Heisenberg algebras and deformed supersymmetries

$q$-identities and affinized projective varieties, I. Quadratic monomial ideals

$q\to \infty$ limit of the quasitriangular WZW model

$s$-points in $3\rm d$ acoustical scattering

$SLE(κ,ρ)$ processes, hiding exponents and self-avoiding walks in a wedge

$\ast$-SDYM Fields and Heavenly Spaces. I. $\ast$-SDYM equations as an integrable system

$\ast$-SDYM fields and heavenly spaces: II. Reductions of the $\ast$-SDYM system

${\mathcal O}$-operators of Loday algebras and analogues of the classical Yang-Baxter equation

$β$-Boundedness, Semipassivity, and the KMS-Condition

$ζ$-regularised spectral determinants on metric graphs

$κ$-Deformation and Spectral Triples

$κ$-Minkowski Spacetimes and DSR Algebras: Fresh Look and Old Problems

$λ$-symmetries and Jacobi Last Multiplier

$λ$-symmetries for discrete equations

$σ_1$ and $σ_2$ automorphism of the systems of equations of integrable hierarchies. Discrete and Backlund transformations

'Return to equilibrium' for weakly coupled quantum systems: a simple polymer expansion

(3+0)D electromagnetic solitons and de Broglie's ''double solution''