Results 171 to 180 of about 22,228 (202)
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When is a matrix a difference of two idempotents

Linear and Multilinear Algebra, 1990
Necessary and sufficient conditions are given for a matrix A to be a sum or a difference of two idempotents. These conditions are expressed in terms of (i) the block structure of A under similarity, as well as (ii) the elementary divisor structure of A.
Robert E. Hartwig, Mohan S. Putcha
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The Symmetrical Idempotent Matrix in Factor Analysis

The Journal of Experimental Education, 1951
It is of interest to note the occurrence in facI tor analysis of the symmetrical idempotent ma trix and to examine the role it may play as a mul tiplier of other matrices. For example, Holzin ger and Harman's method of relating two differ ent factorial solutions of the same correlation ma trix1 may be formulated, alternatively, in terms of the ...
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Balanced systems of primitive idempotents in matrix algebras

Sbornik: Mathematics, 2000
Let \(A\) be a complex semisimple finite-dimensional associative algebra. The author defines a `balanced \(t\)-system' to be any family \({\mathcal E}=\{e_1,\dots,e_v\}\) of idempotents in \(A\) such that (i) \(e_1+\cdots+e_v\) is a multiple of the identity \(1_A\), and (ii) for any \(s\leq t\), and for any \(s\)-subset \(e_{i_1},\dots,e_{i_s}\) of ...
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Properties of Idempotent Matrix

Econometric Theory, 1997
Robert E. Hartwig, Götz Trenkler
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Semicentral idempotents of upper triangular matrix rings

Journal of Algebra and Its Applications
In this paper, we describe the necessary and sufficient conditions for upper triangular [Formula: see text] matrix over a ring to be left (right) semicentral idempotent. Circle compositions of left and right semicentral idempotent matrices ([Formula: see text]) are considered. Many researchers deal with the problems of expressing various matrices as a
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Order Invariability of Idempotent Matrix

Econometric Theory, 1997
K. Han, E. Im, M.S. Snow
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The biofilm matrix: multitasking in a shared space

Nature Reviews Microbiology, 2022
Hans-Curt Flemming   +2 more
exaly  

The matrix in cancer

Nature Reviews Cancer, 2021
Thomas Cox
exaly  

An Idempotent Matrix

Mathematics Magazine, 1962
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Extracellular vesicle–matrix interactions

Nature Reviews Materials, 2023
, Jae-won Shin
exaly  

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