## Journals

- Advances in Mathematics of Communications
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### Open Access Journals

DCDS-B

In the context of stress theory of the mechanics of continuous media,
a generalization of the boundary operator for de Rham currents---the
co-divergence operator---is introduced. While the boundary operator
of de Rham's theory applies to real valued currents, the co-divergence
operator acts on vector valued currents,

*i.e.*, functionals dual to differential forms valued in a vector bundle. From the point of view of continuum mechanics, the framework presented here allows for the formulation of the principal notions of continuum mechanics on a manifold that does not have a Riemannian metric or a connection while at the same time allowing irregular bodies and velocity fields.## Year of publication

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