Geodesic

Volume 16 (1982) no. 3

Sommaire

Solutions of the classical Yang--Baxter equation for simple Lie algebras
p. 1-29
Branching of solutions and nonexistence of first integrals in Hamiltonian mechanics.~I
p. 30-41
Transformation of Sturm--Liouville differential equations
p. 42-44
A nonlinear generalization of the shearing transformation
p. 45-46
Inner functions as multipliers of the spaces $D_\alpha$
p. 47-48
Nonlocal inversion formulas in a problem of integral geometry related to $p$-dimensional planes in real projective space
p. 49-51
Resolvent comparability of certain boundary-value problems
p. 52-53
A curve of fifth order with five cusps
p. 54-55
Complex topological characteristics of real algebraic curves on surfaces
p. 56-57
Relation between some properties of convexity of the unit ball of a Banach space
p. 58-60
Operators in $C^{(1)}$, induced by smooth mappings
p. 61-62
Integrable evolution equations: A family of Hamiltonian structures and reductions
p. 63-65
Complexes of multidimensional planes in projective space
p. 66-67
Functions on symmetric spaces which are periodic in the mean
p. 68-69
A property of hyperelliptic curves
p. 70-71
Stability of the essential spectrum of operators close to a unitary operator
p. 72-73
Necessary conditions for the existence of a transformation operator for higher-order equations
p. 74-75
Integral geometry on linear complexes of lines
p. 76-77
Interpolation in quasi-Banach Orlicz spaces
p. 78-79
Theory of self-adjoint operators generated by strongly singular, second-order expression of divergence type
p. 80-81
Homological dimension of ideals of functional algebras and analytic structure
p. 82-83
Transforming elements that connect coxeter transformations and conditions for regularity of roots
p. 84-85
Invariant differential operators of general position
p. 86-87
Sharp estimates of the remainder in the spectral asymptotic for pseudodifferential operators in $\mathbb{R}^n$
p. 88-89
Which 2-forms are locally, curvature forms?
p. 90-91
Some remarks on the Chevalley theorem
p. 92-93
Classification of the reductions of the equations of principal chiral fields
p. 94-95