Journal of Lie Theory

Volume 31 (2021) no. 1

Table of contents

Lie Group Approach to Grushin Operators
p. 1-14
On the Lie Pseudoalgebra W(m, π, g)
p. 15-28
A Lie-Theoretic Construction of Cartan-Moser Chains
p. 29-62
Flat Affine Symplectic Lie Groups
p. 63-92
Ten-Dimensional Lie Algebras with so(3) Semi-Simple Factor
p. 93-118
Biderivations and Commuting Linear Maps on Current Lie Algebras
p. 119-126
The Regularity of Almost-Commuting Partial Grothendieck-Springer Resolutions and Parabolic Analogs of Calogero-Moser Varieties
p. 127-148
On Hom-Pre-Lie Bialgebras
p. 149-168
On Pseudo-Riemannian Cyclic Homogeneous Manifolds of Dimension Four
p. 169-187
Notes on Harish-Chandra Cells of (sp(2n, C), GL(n, C))-Modules
p. 189-220
Adjoint Cohomology of Two-Step Nilpotent Lie Superalgebras
p. 221-232
On Compact Abelian Lie Groups of Homeomorphisms of Rm
p. 233-236
The Symmetry Group of First Order Differential Equations and the Global Rectification Theorem
p. 237-247
Spectra of the Rarita-Schwinger Operator on Some Symmetric Spaces
p. 249-264
Spinorial Representations of Orthogonal Groups
p. 265-286
Riesz Potentials for the κ-Generalized Fourier Transform
p. 287-300