Click on the URL to access this article (may not be free).It is known that all left-invariant pseudo-Riemannian metrics on the three-dimensional Heisenberg group H-3 are algebraic Ricci solitons. We consider generalizations of Riemannian H-type, namely pseudoH-type and pH-type. We study algebraic Ricci solitons of left-invariant Lorentzian metrics on 2-step nilpotent Lie groups of both types.JSPS Institutional Program for Young Researcher Overseas Visits promoting international young researchers in mathematics and mathematical sciences led by OCAMI
Any S∈ sp(1 , R) induces canonically a derivation S of the Heisenberg Lie algebra h and so, a semi-d...
This is a collection of notes on the properties of left-invariant metrics on the eight-dimensional c...
This work concerns the invariant Lorentzian metrics on the Heisenberg Lie group of dimension three H...
summary:In this paper we first classify left-invariant generalized Ricci solitons on some solvable e...
summary:In this paper we first classify left-invariant generalized Ricci solitons on some solvable e...
summary:In this paper we first classify left-invariant generalized Ricci solitons on some solvable e...
We study three-dimensional generalized Ricci solitons, both in Riemannian and Lorentzian settings. ...
summary:In [20] the existence of major differences about totally geodesic two-dimensional foliations...
summary:In [20] the existence of major differences about totally geodesic two-dimensional foliations...
summary:In [20] the existence of major differences about totally geodesic two-dimensional foliations...
We determine all non-Einstein Ricci solitons on four-dimensional Lorentzian Lie groups whose soliton...
textThis dissertation considers several problems related to Ricci flow, including the existence and ...
textThis dissertation considers several problems related to Ricci flow, including the existence and ...
summary:The purpose of this paper is to investigate Ricci-flatness of left-invariant Lorentzian metr...
International audienceThis is a collection of notes on the properties of left-invariant metrics on t...
Any S∈ sp(1 , R) induces canonically a derivation S of the Heisenberg Lie algebra h and so, a semi-d...
This is a collection of notes on the properties of left-invariant metrics on the eight-dimensional c...
This work concerns the invariant Lorentzian metrics on the Heisenberg Lie group of dimension three H...
summary:In this paper we first classify left-invariant generalized Ricci solitons on some solvable e...
summary:In this paper we first classify left-invariant generalized Ricci solitons on some solvable e...
summary:In this paper we first classify left-invariant generalized Ricci solitons on some solvable e...
We study three-dimensional generalized Ricci solitons, both in Riemannian and Lorentzian settings. ...
summary:In [20] the existence of major differences about totally geodesic two-dimensional foliations...
summary:In [20] the existence of major differences about totally geodesic two-dimensional foliations...
summary:In [20] the existence of major differences about totally geodesic two-dimensional foliations...
We determine all non-Einstein Ricci solitons on four-dimensional Lorentzian Lie groups whose soliton...
textThis dissertation considers several problems related to Ricci flow, including the existence and ...
textThis dissertation considers several problems related to Ricci flow, including the existence and ...
summary:The purpose of this paper is to investigate Ricci-flatness of left-invariant Lorentzian metr...
International audienceThis is a collection of notes on the properties of left-invariant metrics on t...
Any S∈ sp(1 , R) induces canonically a derivation S of the Heisenberg Lie algebra h and so, a semi-d...
This is a collection of notes on the properties of left-invariant metrics on the eight-dimensional c...
This work concerns the invariant Lorentzian metrics on the Heisenberg Lie group of dimension three H...