Page 278 - Leech, Jonathan E. 2020. Noncommutative Lattices: Skew Lattices, Skew Boolean Algebras and Beyond. Koper: University of Primorska Press
P. 278
Jonathan E. Leech │ Noncommutative Lattices: Skew Lattices, Skew Boolean Algebras and Beyond
[2007] Corrigendum: Implicative BCS-algebra subreducts of skew Boolean algebras, Scientiae
Mathematicae Japonicae, 66 (2007), 387–390.
J. Cirulis
[2111] Nearlattices with an overriding operation, Order 28, 33 – 51.
W. H. Cornish
[1980] Boolean skew algebras, Acta Math. Hungary 36, 281-291.
[1982] On Iseki’s BCK-algebras, in Algebraic Structures and Applications, Lecture Notes in
Pure and Applied Mathematics, Vol. 74, Marcel Dekker, 101 – 122.
K. Cvetko-Vah
[2004] Pure skew lattices in rings, Semigroup Forum 68, 268-279.
[2005a] Pure ∇-bands, Semigroup Forum, 71, 93-101.
[2005b] Skew lattices of matrices in rings, Algebra Universalis 53, 471-479.
[2005c] Skew Lattices in Rings, Dissertation, University of Ljubljana, 2005.
[2006] A new proof of Spinks’ Theorem, Semigroup Forum 76, 267 – 272.
[2007a] Internal decompositions of skew lattices, Communications in Algebra 35, 243 -247.
[2007b] On the Structure of Semigroups of Idempotents in Rings of Matrices, Linear Algebra and
its Applications 426, 204-213.
[2011] On strongly symmetric skew lattices, Algebra Universalis 66, 99-113.
[2017] On skew Heyting algebras, Ars Mathematica Contemporanea 12, 37-50.
K. Cvetko-Vah and D. Carfi
[2011] Skew lattice structures on the financial events plane, Applied Sciences 13, 9 – 20.
K. Cvetko-Vah, M. Kinyon, J. E. Leech and M. Spinks
[2011] Cancellation in skew lattices, Order 28, 9 – 32.
276
[2007] Corrigendum: Implicative BCS-algebra subreducts of skew Boolean algebras, Scientiae
Mathematicae Japonicae, 66 (2007), 387–390.
J. Cirulis
[2111] Nearlattices with an overriding operation, Order 28, 33 – 51.
W. H. Cornish
[1980] Boolean skew algebras, Acta Math. Hungary 36, 281-291.
[1982] On Iseki’s BCK-algebras, in Algebraic Structures and Applications, Lecture Notes in
Pure and Applied Mathematics, Vol. 74, Marcel Dekker, 101 – 122.
K. Cvetko-Vah
[2004] Pure skew lattices in rings, Semigroup Forum 68, 268-279.
[2005a] Pure ∇-bands, Semigroup Forum, 71, 93-101.
[2005b] Skew lattices of matrices in rings, Algebra Universalis 53, 471-479.
[2005c] Skew Lattices in Rings, Dissertation, University of Ljubljana, 2005.
[2006] A new proof of Spinks’ Theorem, Semigroup Forum 76, 267 – 272.
[2007a] Internal decompositions of skew lattices, Communications in Algebra 35, 243 -247.
[2007b] On the Structure of Semigroups of Idempotents in Rings of Matrices, Linear Algebra and
its Applications 426, 204-213.
[2011] On strongly symmetric skew lattices, Algebra Universalis 66, 99-113.
[2017] On skew Heyting algebras, Ars Mathematica Contemporanea 12, 37-50.
K. Cvetko-Vah and D. Carfi
[2011] Skew lattice structures on the financial events plane, Applied Sciences 13, 9 – 20.
K. Cvetko-Vah, M. Kinyon, J. E. Leech and M. Spinks
[2011] Cancellation in skew lattices, Order 28, 9 – 32.
276
