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The field of Differential Geometry is one of the most
important and beautiful parts of modern Mathematics.
It has inspired a lot of studies and is a theoretical
support for a lot of applications.
Structures can be easy defined now on manifolds and
also sub-structures may be observed and described.
The present book has the intention to present a small
part of this universe, lighting up several particular
properties of submanifolds of manifolds with
geometric structures. Starting from different types
of ambient manifolds, the author includes here
several results obtained for CR-submanifolds,
QR-submanifolds and other particular submanifolds. A
special attention is given to the substructures in
contact metric manifolds with some nullity condition.
The materials cited are impressive and contain
various researches in the Geometry.
important and beautiful parts of modern Mathematics.
It has inspired a lot of studies and is a theoretical
support for a lot of applications.
Structures can be easy defined now on manifolds and
also sub-structures may be observed and described.
The present book has the intention to present a small
part of this universe, lighting up several particular
properties of submanifolds of manifolds with
geometric structures. Starting from different types
of ambient manifolds, the author includes here
several results obtained for CR-submanifolds,
QR-submanifolds and other particular submanifolds. A
special attention is given to the substructures in
contact metric manifolds with some nullity condition.
The materials cited are impressive and contain
various researches in the Geometry.