Shaoqiang Deng

发表

Some geometrical properties of four dimensional Lorentzian Damek--Ricci spaces

Ju Tan, Shaoqiang Deng, 2016 .

T*-extension of Lie triple systems

Yan Wang, Shaoqiang Deng, Jie Lin, 2009 .

Non-naturally reductive Einstein metrics on normal homogeneous Einstein manifolds

Shaoqiang Deng, Zaili Yan, 2017, Communications in Contemporary Mathematics.

Einstein metrics on compact simple Lie groups attached to standard triples

Shaoqiang Deng, Zaili Yan, 2017 .

The classification of two step nilpotent complex Lie algebras of dimension 8

Shaoqiang Deng, Zaili Yan, 2013 .

The Group of Isometries

Shaoqiang Deng, 2012 .

Homogeneous Finsler Spaces

Shaoqiang Deng, 2012 .

Homogeneous Randers Spaces

Shaoqiang Deng, 2012 .

Symmetric Finsler Spaces

Shaoqiang Deng, 2012 .

WEAKLY SYMMETRIC FINSLER SPACES

Shaoqiang Deng, 2010 .

A class of Solvable Lie algebras

Ran Cui, Yan Wang, Shaoqiang Deng, 2008, 0809.3581.

Geodesic and Curvature of Piecewise Flat Finsler Surfaces

Ming Xu, Shaoqiang Deng, 2017, The Journal of Geometric Analysis.

Leibniz central extensions of Lie superalgebras

Yan Wang, Shaoqiang Deng, Yufeng Pei, 2014 .

Positive definite Minkowski Lie algebras and bi-invariant Finsler metrics on Lie groups

Shaoqiang Deng, Z. Hou, 2008 .

The classification of two step nilpotent complex Lie algebras of dimension 8

Shaoqiang Deng, Zaili Yan, 2013, Czechoslovak Mathematical Journal.

New Non-Naturally Reductive Einstein Metrics on Sp(n)

Shaoqiang Deng, Huibin Chen, Shaoxiang Zhang, 2021 .

Classification of invariant Einstein metrics on certain compact homogeneous spaces

Shaoqiang Deng, Huibin Chen, Zaili Yan, 2019, Science China Mathematics.

Classification of invariant Einstein metrics on certain compact homogeneous spaces

Shaoqiang Deng, Huibin Chen, Zaili Yan, 2019, Science China Mathematics.

New non-naturally reductive Einstein metrics on exceptional simple Lie groups

Zhiqi Chen, Shaoqiang Deng, Huibin Chen, 2016, 1612.09373.

Invariant Einstein–Randers metrics on Stiefel manifolds☆

Shaoqiang Deng, Hui Wang, 2013 .

Geodesic orbit Finsler metrics on Euclidean spaces

Ming Xu, Shaoqiang Deng, Zaili Yan, 2018, 1807.02976.

Compact simple Lie groups admitting left-invariant Einstein metrics that are not geodesic orbit

Zhiqi Chen, Shaoqiang Deng, Huibin Chen, 2017 .

Finsler spaces whose geodesics are orbits

Shaoqiang Deng, Zaili Yan, 2014 .

Lie Groups and Homogeneous Spaces

Shaoqiang Deng, 2012 .

Introduction to Finsler Geometry

Shaoqiang Deng, 2012 .

A class of fermionic Novikov superalgebras which is a class of Novikov superalgebras

Shaoqiang Deng, Huibin Chen, 2018, Czechoslovak Mathematical Journal.

A class of fermionic Novikov superalgebras which is a class of Novikov superalgebras

Shaoqiang Deng, Huibin Chen, 2018 .

NORMAL HOMOGENEOUS FINSLER SPACES

Ming Xu, Shaoqiang Deng, 2014, 1411.3053.

Homogeneous Finsler spaces with positive flag curvature

Ming Xu, Shaoqiang Deng, Libing Huang, 2014 .

Cohomogeneity One Randers Metrics

Jifu Li, Shaoqiang Deng, Zhiguang Hu, 2016, Canadian Mathematical Bulletin.

On homogeneous Einstein (α,β)-metrics

Shaoqiang Deng, Zaili Yan, 2016 .

Non-naturally reductive Einstein metrics on SO(n)\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$$\mathrm {SO}(n)$$\end

Shaoqiang Deng, Huibin Chen, Zhiqi Chen, 2017, manuscripta mathematica.

Non-naturally reductive Einstein metrics on $$\mathrm {SO}(n)$$SO(n)

Zhiqi Chen, Shaoqiang Deng, Huibin Chen, 2017, 1701.03806.

Double Extensions on Riemannian Ricci Nilsolitons

Zaili Yan, Shaoqiang Deng, Shaoqiang Deng, 2021, The Journal of Geometric Analysis.

Left invariant Ricci flat metrics on Lie groups

Shaoqiang Deng, Zaili Yan, 2023, Forum Mathematicum.

On the classification of weakly symmetric Finsler spaces

Shaoqiang Deng, 2011 .

On the symmetry of Riemannian manifolds

Shaoqiang Deng, 2012 .

Dipolarizations in Compact Lie Algebras and Homogeneous Parakähler Manifolds

S. Kaneyuki, Shaoqiang Deng, Z. Hou, 1997 .

Dipolarizations in semisimple Lie algebras and homogeneous parakähler manifolds.

S. Kaneyuki, Shaoqiang Deng, Kyo Nishiyama, 1999 .

An Example of Nonsymmetric Dipolarizations in a Lie Algebra

S. Kaneyuki, Shaoqiang Deng, 1993 .

A REMARKABLE CLASS OF NONSYMMETRIC DIPOLARIZATIONS IN LIE ALGEBRAS

S. Kaneyuki, Daoji Meng, Shaoqiang Deng, 1995 .

Some cohomogeneity one Einstein–Randers metrics on 4-manifolds

Jifu Li, Shaoqiang Deng, 2017 .

Recent progress on homogeneous Finsler spaces with positive curvature

Ming Xu, Shaoqiang Deng, 2017, European Journal of Mathematics.

Recent progress on homogeneous Finsler spaces with positive curvature

Ming Xu, Shaoqiang Deng, 2016, 1612.08372.

Towards the classification of odd-dimensional homogeneous reversible Finsler spaces with positive flag curvature

Ming Xu, Shaoqiang Deng, 2016, Annali di Matematica Pura ed Applicata (1923 -).

Towards the classification of odd dimensional positively curved reversible homogeneous Finsler spaces

Ming Xu, Shaoqiang Deng, 2015 .

Towards the classification of odd-dimensional homogeneous reversible Finsler spaces with positive flag curvature

Ming Xu, Shaoqiang Deng, 2015, 1504.03018.

Invariant Einstein metrics on certain compact semisimple Lie groups

Shaoqiang Deng, Zaili Yan, 2018, Differential Geometry and its Applications.

New Einstein metrics on E7

Zhiqi Chen, Lei Zhang, Shaoqiang Deng, 2017 .

Homogeneous manifolds admitting non-Riemannian Einstein-Randers metrics

Zhiqi Chen, Ke Liang, Shaoqiang Deng, 2014, Science China Mathematics.

Einstein–Randers metrics on some homogeneous manifolds

Zhiqi Chen, Ke Liang, Shaoqiang Deng, 2013 .

ON HOMOGENEOUS SQUARE EINSTEIN METRICS

Xingda Liu, Shaoqiang Deng, 2017 .

Invariant Finsler metrics on polar homogeneous spaces

Shaoqiang Deng, 2010 .

Locally 2-fold symmetric manifolds are locally symmetric

V. Matveev, Shaoqiang Deng, 2017, Archiv der Mathematik.

Locally 2-fold symmetric manifolds are locally symmetric

V. Matveev, Shaoqiang Deng, 2016, 1607.05644.

Clifford-Wolf homogeneous Finsler metrics on spheres

Ming Xu, Shaoqiang Deng, 2013, 1312.0747.

Clifford-Wolf translations of homogeneous Randers spheres

Ming Xu, Shaoqiang Deng, 2012, 1204.5232.

The group of isometries of a Finsler space

Shaoqiang Deng, Z. Hou, 2002 .

Homogeneous Finsler spaces of negative curvature

Shaoqiang Deng, Z. Hou, 2007 .