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2019

2019

We define involution algebroids which generalise Lie algebroids to the abstract setting of tangent categories. As a part of this… Expand

2018

2018

Conditions are given for a Banach algebra A with involution which insure that every derivation on A is continuous. To do this… Expand

2016

2016

In this second part of the work, we correct the flaw which was left in the proof of the main Theorem in the first part. This… Expand

2013

2013

A ring with an involution ∗ is called strongly J-∗-clean if every element is a sum of a projection and an element of the Jacobson… Expand

2013

2013

In this paper we investigate commutativity of ring $R$ with involution $'\ast'$ which admits a derivation satisfying certain… Expand

2011

2011

This paper aims to investigate properties of involution palindrome languages. Let θ be either a morphic or antimorphic involution… Expand

2002

2002

F4 ⊃ Spin(9) ⊃ Spin(8) ⊃ Spin(7) ⊃ · · · ⊃ Spin(1) 3 1 ∩ E6 ⊃ Spin(10) ∩ E7 ⊃ Spin(12) ⊃ Spin(11) ∩ E8 ⊃ Ss(16) ⊃ Spin(15) ⊃ Spin… Expand

1999

1999

We give a combinatorial algorithm for computing Zelevinsky's involution of the set of isomorphism classes of irreducible… Expand

1999

1999

We prove that if a2 = b2 = 0 for elements a, b of a ring R of characteristic zero and ab is not nilpotent, then there exists m E… Expand