Results 261 to 270 of about 54,293 (310)

Ownership Structure and Corporate Performance in the Jordanian Manufacturing Companies

, 2010
Jamal Abu-Serdaneh, Majdy I. Zuriekat, Imad Al-Sheikh Al-Sheikh   +2 more
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Building Youth Capacity for Climate-Health Science: Lessons From Implementing The DataJam in Jordan. [PDF]

Geohealth
Nielsen K, Cameron J, Salahat M, Cramer C, Gonzalez N, Al-Shurafat A, Alshneikat L, Loomis D, Al-Delaimy W.   +8 more
europepmc   +1 more source

Order isomorphisms, order antimorphisms and their interplay with Jordan algebra structures

, 2019
van Imhoff
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Structure of alternative and Jordan bimodules

Structure of alternative and Jordan bimodules
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Low Rank Perturbation of Jordan Structure

SIAM Journal on Matrix Analysis and Applications, 2003
Let \(A\) be a matrix and \(\lambda_0\) be one of its eigenvalues having \(g\) elementary Jordan blocks in the Jordan canonical form of \(A\). The authors show that for most matrices \(B\) satisfying \(\text{rank}(B)\leq g\), the Jordan blocks of \(A+ B\) with eigenvalue \(\lambda_0\) are just the \(g\)-\(\text{rank}(B)\) smallest Jordan blocks of \(A\)
Julio Moro, Froilan M Dopico
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Jordan structure in semirings

Rendiconti del Circolo Matematico di Palermo Series 2, 2022
The authors study prime semirings and their commutativity. As is the case for rings, important and useful tools for such investigations are the Jordan ideals, the Lie ideals as well as derivations. These notions are defined for semirings analogous to their ring theory counterparts.
S. Ganesh, V. Selvan
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On Jordan Structure in Semiprime Rings

Canadian Journal of Mathematics, 1976
A remarkable theorem of Herstein [1, Theorem 2] of which we have made several uses states: If R is a semiprime ring of characteristic different from 2 and if U is both a Lie ideal and a subring of R then either U ⊂ Z (the centre of R) or U contains a nonzero ideal of R. In a recent paper [3] Herstein extends the above mentioned result significantly and
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Jordan Structures of Totally Nonnegative Matrices

Canadian Journal of Mathematics, 2005
AbstractAn n × n matrix is said to be totally nonnegative if every minor of A is nonnegative. In this paper we completely characterize all possible Jordan canonical forms of irreducible totally nonnegative matrices. Our approach ismostly combinatorial and is based on the study of weighted planar diagrams associated with totally ...
Fallat, Shaun M., Gekhtman, Michael I.
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Nonnegative realizability with Jordan structure

Linear Algebra and its Applications, 2020
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Johnson, Charles R., Julio, Ana I., Soto, Ricardo L.   +2 more
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