Foundations of Mechanics, Second Edition /Cummings Publ. Comp., London, 1978)

Mathematical Methods of Classical Mechanics Berlin, 1978)

Mathematical aspects of classical and celestial mechanics, in Dynamical Systems III Berlin, 1988) p.1

A generalized Lagrange equation in implicit form for non-conservative mechanics

Foundations of supermanifold theory: the axiomatic approach

The Hamiltonian structure of Yang-Mills theories and instantons

Poisson Algebras and Poisson Manifolds, Pithman Research Notes in Mathematics 174 (Longhman Sci., Harlow, 1988)

and J.´Sniatycki, Geometry of Classical Fields Amsterdam, 1988)

Contact Manifolds in Riemannian Geometry, Lect. Notes in Mathematics 509 Berlin, 1976)

Sheaf theory N.-Y., 1967)

Cohomology of Groups -Verlag, Berlin, 1982)

The normal form of a Hamilton system, Uspehi Matemat. Nauk 43 (1988) N1, 23 (in Russian)

A differential complex for Poisson manifolds

Exterior Differential Systems Berlin, 1991)

Extension of the Poisson bracket to differential forms and multi-vectors

An Introduction to Differential Equations and their Applications (Wadsworth Inc., Belmont, 1990)

Bundle splittings, connections and locally principle fibred manifolds, Bull. U.M.I Algebra e Geometria Serie VI V-D (1986) 18

On constrained mechanical systems: D’Alembert’s and Gauss’ princoples

On nonholonomic and vakonomic dynamics of mechanical systems with nonintegrable constraints