Add to ORKGIn this book we first review the ideas of Lie groupoid and Lie algebroid, and the associated concept...
We provide an intrinsic notion of curved cosets for arbitrary Cartan geometries, simplifying the exi...
Abstract. Cartan’s method of equivalence constructs the local invariants of geometric structures, re...
summary:A principal bundle with a Lie group $H$ consists of a manifold $P$ and a free proper smooth ...
summary:A principal bundle with a Lie group $H$ consists of a manifold $P$ and a free proper smooth ...
summary:A principal bundle with a Lie group $H$ consists of a manifold $P$ and a free proper smooth ...
summary:We describe invariant principal and Cartan connections on homogeneous principal bundles and ...
summary:We describe invariant principal and Cartan connections on homogeneous principal bundles and ...
After defining generalizations of the notions of covariant derivatives and geodesics from Riemannian...
It is remarkable that so much about Lie groups could be packed into this small book. But after readi...
Both, the category of smooth manifolds and the category of schemes may be faithfully embedded in cat...
In this book we first review the ideas of Lie groupoid and Lie algebroid, and the associated concept...
summary:We consider symmetries on filtered manifolds and we study the $|1|$-graded parabolic geometr...
In this book we first review the ideas of Lie groupoid and Lie algebroid, and the associated concept...
summary:We consider symmetries on filtered manifolds and we study the $|1|$-graded parabolic geometr...
In this book we first review the ideas of Lie groupoid and Lie algebroid, and the associated concept...
We provide an intrinsic notion of curved cosets for arbitrary Cartan geometries, simplifying the exi...
Abstract. Cartan’s method of equivalence constructs the local invariants of geometric structures, re...
summary:A principal bundle with a Lie group $H$ consists of a manifold $P$ and a free proper smooth ...
summary:A principal bundle with a Lie group $H$ consists of a manifold $P$ and a free proper smooth ...
summary:A principal bundle with a Lie group $H$ consists of a manifold $P$ and a free proper smooth ...
summary:We describe invariant principal and Cartan connections on homogeneous principal bundles and ...
summary:We describe invariant principal and Cartan connections on homogeneous principal bundles and ...
After defining generalizations of the notions of covariant derivatives and geodesics from Riemannian...
It is remarkable that so much about Lie groups could be packed into this small book. But after readi...
Both, the category of smooth manifolds and the category of schemes may be faithfully embedded in cat...
In this book we first review the ideas of Lie groupoid and Lie algebroid, and the associated concept...
summary:We consider symmetries on filtered manifolds and we study the $|1|$-graded parabolic geometr...
In this book we first review the ideas of Lie groupoid and Lie algebroid, and the associated concept...
summary:We consider symmetries on filtered manifolds and we study the $|1|$-graded parabolic geometr...
In this book we first review the ideas of Lie groupoid and Lie algebroid, and the associated concept...
We provide an intrinsic notion of curved cosets for arbitrary Cartan geometries, simplifying the exi...
Abstract. Cartan’s method of equivalence constructs the local invariants of geometric structures, re...