Geodesic

Local and global problems of singularity theory

To the Sixtieth Anniversary of V.\,I.~Arnold
p. 7-8
Convex Curves in~$\mathbb R\mathbf P^n$
p. 9-47
Singularities of Fractions and Behavior of Polynomials at Infinity
p. 48-68
A~Generalization of the Sato--Levine Invariant
p. 69-80
Singularities of Convex Hulls of Three-Dimensional Hypersurfaces
p. 81-100
Multiplicative Theory of Orbital Equivalence of Vector Fields in the Plane
p. 101-126
On Isomonodromic Confluences of Fuchsian Singularities
p. 127-142
Homology of Spaces of Homogeneous Polynomials in~$\mathbf R^2$ without Multiple Zeros
p. 143-148
The Extended Semigroup of a~Plane Curve Singularity
p. 149-167
The Algebra of 3-Graphs
p. 168-196
Maxwell Stratum of Lagrangian Collapse
p. 197-212
First Order Invariants of Strangeness Type for Plane Curves
p. 213-224
Uniform Estimates of Volumes
p. 225-231
Symplectic and Contact Lie Algebras with an Application to Monge--Amp\`ere Equations
p. 232-246
Chebyshev Systems and Zeros of a~Function on a~Convex Curve
p. 247-256
Symplectic Morse Lemma and Trajectories of Hamiltonian Systems Arriving at the Boundary of Possible Motion Domain
p. 257-270
Parabolic Curves and Gradient Mappings
p. 271-288
Generalization of the Chekanov Theorem. Diameters of Immersed Manifolds and Wave Fronts
p. 289-304
Singularity from Eulerian Viewpoint
p. 305-319
From the editors of volume~217