The Lie algebra f4(Os) (split f4) with Mathematica
Pablo Alberca Bjerregaard, Candido Martin Gonzalez
Abstract
We present in this paper all the details for a complete description of the Lie algebra a in the split case at any characteristic. We finish with the determination of the expression of a generic element of this algebra. First of all is necessary to implement its quadratic Jordan structure (see the O. Loss' server http://mathematik.uibk.ac.at/jordan for our preprint). We write in this file only the computational details.
Create a lesson
Related papers
A note on the failure of Payne's inequality on manifolds with boundary
Davide Buoso, Vladimir Lotoreichik
Quantitative Pólya inequalities for annular sectors
Guowei Dai, Yingxin Sun
New Qualitative and Quantitative Estimates for Neumann Eigenvalues toward Pólya's Conjecture
Xiang He, Renjin Jiang, Fanghua Lin et al.
A note on the A.C. spectrum of limit-periodic Jacobi matrices
Moises Gomez Solis
Square-Root Profiles and Sharp Fourier Decay of Quasiperiodic Spectral Measures
Zhenfu Wang, Qi Zhou
Optimization Inverse Spectral Problem for the Schrödinger Operator on a Compact Graph
Valeev Nur