Celebratio Mathematica

G. Ben­k­art and A. El­duque: “A new con­struc­tion of the Kac Jordan su­per­al­gebra,” Proc. Am. Math. Soc. 130 : 11 (2002), pp. 3209–​3217. To Irving Ka­plansky. MR 1912998 Zbl 1083.​17014 article

G. Ben­k­art and A. El­duque: “Lie su­per­al­geb­ras graded by the root sys­tems \( C(n) \), \( D(m,n) \), \( D(2,1;\alpha) \), \( F(4) \), \( G(3) \),” Canad. Math. Bull. 45 : 4 (2002), pp. 509–​524. To Pro­fess­or Robert Moody with our best wishes on his six­tieth birth­day. MR 1941225 Zbl 1040.​17026 article

G. Ben­k­art and A. El­duque: “The Tits con­struc­tion and the ex­cep­tion­al simple clas­sic­al Lie su­per­al­geb­ras,” Q. J. Math. 54 : 2 (June 2003), pp. 123–​137. MR 1989868 Zbl 1045.​17002 article

G. Ben­k­art and A. El­duque: “Lie su­per­al­geb­ras graded by the root sys­tem \( A(m,n) \),” J. Lie The­ory 13 : 2 (2003), pp. 387–​400. MR 2003150 Zbl 1030.​17029 ArXiv math/​0202284 article

G. Ben­k­art and A. El­duque: “Lie su­per­al­geb­ras graded by the root sys­tem \( \mathrm{B}(m,n) \),” Se­lecta Math. (N.S.) 9 : 3 (2003), pp. 313–​360. MR 2006571 Zbl 1040.​17027 article

G. Ben­k­art, A. El­duque, and C. Martínez: “\( A(n,n) \)-graded Lie su­per­al­geb­ras,” J. Reine An­gew. Math. 573 (2004), pp. 139–​156. MR 2084585 Zbl 1059.​17017 ArXiv math/​0309395 article

G. Ben­k­art and A. El­duque: “Lie al­geb­ras with pre­scribed \( \mathfrak{sl}_3 \) de­com­pos­i­tion,” Proc. Am. Math. Soc. 140 : 8 (2012), pp. 2627–​2638. MR 2910750 Zbl 1329.​17021 ArXiv 1101.​0489 article

G. Ben­k­art and A. El­duque: Cross products, in­vari­ants, and cent­ral­izers. Pre­print, June 2016. Ded­ic­ated to Efim Zel­man­ov on the oc­ca­sion of his 60th birth­day. ArXiv 1606.​07588 techreport