**S. Barannikov, ** The EA matrix integrals of projective manifolds

**M. Blank, ** Abundance of typical points in measurable dynamics,

Presentation

**G. Binyamini, ** Complex cellular structures

**I. Bogaevsky, ** Singularities of attainable sets and Arnold’s interior scattering

**V. Buchstaber,** Josephson effect, Arnold tongues and double confluent Heun equations,

Presentation

**A. Buryak,** Extended r-spin theory and the deformed superpotential of the A_{r-1}-singularity

**A. Chenciner, ** Relative equilibria and Horn problem

**S. Chmutov, ** Random gluing polygons

**A. Dzhamay, ** Geometric Deautonomization of QRT Maps and Discrete Painleve Equations

**A. Esterov, ** Systems of equations solvable by radicals, and Newton polytopes of volume 4

**A. Glutsyuk,** On polynomially integrable billiards in surfaces of constant curvature,

Presentation

**V. Golubyatnikov,** On Cycles of Some Kinetic Dynamical Systems,

Presentation

**E. Gorsky,** Singularities and Heegaard Floer homology

**V. Goryunov,** Local Invariants of Planar Caustics,

Presentation

**E. Horozov,** Multiple Orthogonal Analogs of Classical Orthogonal Polynomials, Integrable systems and Matrix Models,

Presentation

**Y. Ilyashenko,** Global bifurcations on the two sphere

**O. Karpenkov,** The combinatorial geometry of stresses in frameworks

**M. Kazarian,** Thom Polynomials and Nonassociative Hilbert Schemes,

Presentation

**V. Kharlamov,** Extremal real structures. Klein’s enigma

**B. Khesin,** Beyond Arnold’s geodesic framework of an ideal hydrodynamics

**K. Kozhasov,** On spherical harmonics with maximum number of critical points

**V. Kozlov,** Linear Hamiltonian systems: quadratic integrals, singular subspaces and stability

**M. Kuznetsov,** Hamiltonian Lie (super)algebras in characteristic two and related topics

**L. Lerman,** Slow-Fast Hamiltonian Systems: Geometry and Singularities

**V. Manturov,** Topology and Dynamics of Groups G_{n}^{k},

Presentation

**A. Mikhailov,** The Newton derivations and Arnold’s problem of vector fields on Sym^{N}C

**O. Mokhov,** Frobenius manifolds as submanifolds with flat normal bundle in pseudo-Euclidean spaces

**S. Natanzon,** Dispersionless 2D Toda Hierarchy, Hurwitz Numbers and Riemann Theorem

**A. Neishtadt,** On adiabatic perturbation theory for systems with elastic collisions,

Presentation

**D. Novikov,** Counting rational points on transcendental sets

**A. Oblomkov,** Planar curve singularities, knot invariants and representation theory

**F. Pakovich,** On algebraic curves A(x) − B(y) = 0 of genus zero,

Presentation

**G. Panina,** Diagonal complexes

**S. Pilyugin,** Limit sets of domains: Arnolds’s problem

**O. Pochinka,** An effective algorithm for establishing the equivalence of Ω-stable flows on surfaces,

Presentation

**G. Polotovskiy,** On the plane real decomposable curves of degree 8

**L. Polterovich,** Persistence modules in symplectic topology,

Presentation

**K. Saito,** Period domain of primitive forms for uni-modular exceptional singularities of Arnold

**V. Sedykh,** The topology of singularities of caustics and wave fronts

**M. Sevryuk,** Contexts of KAM theory: some general observations,

Presentation

**M. Skopenkov,** Conservation of energy in lattice field theories

**G. Smirnov,** Elliptic diffeomorphisms of symplectic 4-manifolds

**A. Sossinsky,** Circularization of closed polygonal curves in the plane

**F. Sottile,** Galois Groups in Enumerative Geometry and Applications

**G. Shabat,** On the three-term curves

**B. Shapiro,** On generic and maximal rank of binary forms

**A. Shaviv,** Schwartz functions on tempered smooth manifolds,

Presentation

**E. Shustin,** Enumeration of plane cuspidal curves via tropical geometry,

Presentation

**S. Tolman,** On toric degenerations and cohomological rigidity for symplectic toric manifolds

**D. Tonkonog,** On mirror symmetry and Lagrangian enumerative geometry

**D. Turaev,** On Herman’s positive metric entropy conjecture

**A. Vershik,** How to enumerate randomly all elements of the lattice Z_{+}^{2} and why Plancherel measure gives the best way for that,

Presentation

**V. Vershinin,** Braids, Surfaces and Lie Algebras

**S. Yakovenko,** Local theory of higher order linear ODEs: Missing link in the classical theory

**E. Zhuzhoma,** Morse-Smale flows with few fixed points

**R. Zivaljevic,** Cyclohedron and Kantorovich-Rubinstein polytopes

**A. Zorich,** Equidistribution of square-tiled surfaces, meanders, and Masur-Veech volumes