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New examples of compact cosymplectic solvmanifolds

J. C. MarreroE. Padrón-Fernández — 1998

Archivum Mathematicum

In this paper we present new examples of ( 2 n + 1 ) -dimensional compact cosymplectic manifolds which are not topologically equivalent to the canonical examples, i.e., to the product of the ( 2 m + 1 ) -dimensional real torus and the r -dimensional complex projective space, with m , r 0 and m + r = n . These new examples are compact solvmanifolds and they are constructed as suspensions with fibre the 2 n -dimensional real torus. In the particular case n = 1 , using the examples obtained, we conclude that a 3 -dimensional compact flat orientable...

A new geometric setting for classical field theories

M. de LeónJ. C. MarreroD. Martín de Diego — 2003

Banach Center Publications

A new geometrical setting for classical field theories is introduced. This description is strongly inspired by the one due to Skinner and Rusk for singular lagrangian systems. For a singular field theory a constraint algorithm is developed that gives a final constraint submanifold where a well-defined dynamics exists. The main advantage of this algorithm is that the second order condition is automatically included.

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