On foliations with coregular factor mapping
Lie derivative of vector fields on a differential space
On foliations in Sikorski differential spaces with Brouwerian leaves
The class of locally connected and locally homeomorphically homogeneous topological spaces such that every one-to-one continuous mapping of an open subspace into the space is open has been considered. For a foliation F [3] on a Sikorski differential space M with leaves having the above properties it is proved that for some open sets U in M covering the set of all points of M the connected components of U ∩ L̲ in the topology of M coincide with the connected components in the topology of L for L∈...
On differential spaces whose Cartesian product is a differentiable manifold
On a generalization of the notion of a semi-group
Laplacian in general Riemannian structures
Jets in differential spaces
An immersion of a differential space in a Cartesian space
Regularity and coregularity in a category with localization
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