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Slavik Rabanovich
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Year
On sums of projections
SA Kruglyak, VI Rabanovich, YS Samoilenko
Functional Analysis and Its Applications 36 (3), 182-195, 2002
124*2002
Every matrix is a linear combination of three idempotents
V Rabanovich
Linear algebra and its applications 390, 137-143, 2004
332004
When a Sum of Idempotents or Projections is a Multiple of the Identity
VI Rabanovich, YS Samoilenko
Functional analysis and its applications 34 (4), 311-313, 2000
31*2000
Decomposition of a scalar matrix into a sum of orthogonal projections
S Kruglyak, V Rabanovich, Y Samoı̆lenko
Linear algebra and its applications 370, 217-225, 2003
262003
When is a sum of partial reflections equal to a scalar operator?
AS Mellit, VI Rabanovich, YS Samoilenko
Functional Analysis and Its Applications 38 (2), 157-160, 2004
17*2004
Scalar operators representable as a sum of projectors
VI Rabanovich, YS Samoilenko
Ukrainian Mathematical Journal 53 (07), 939-952, 2001
16*2001
On a Class of Unitary Representations of the Braid Groups B3 and B4
S Albeverio, S Rabanovich
SFB 611 327, 1-11, 2007
13*2007
On identities in algebras Q n, λ generated by idempotents
VI Rabanovich, YS Samoilenko, AV Strelets
Ukrainian Mathematical Journal 53 (10), 1673-1687, 2001
12*2001
Samoilenko Yu. S
SV Rabanovich
Representations of Fn-algebras and applications//Meth. Funct. Anal. and Top, 2000
10*2000
On the decomposition of the identity into a sum of idempotents
T Ehrhardt, V Rabanovich, Y Samoǐlenko, B Silbermann
Methods of Functional Analysis and Topology 7 (02), 1-6, 2001
9*2001
Decomposition of a scalar operator into a product of unitary operators with two points in spectrum
S Albeverio, S Rabanovich
Linear algebra and its applications 433 (6), 1127-1137, 2010
82010
On the decomposition of an operator into a sum of four idempotents
VI Rabanovych
Ukrainian Mathematical Journal 56 (3), 512-519, 2004
62004
On the identities in algebras generated by linearly connected idempotents
VI Rabanovich, YS Samoilenko, AV Strelets
Ukrainian Mathematical Journal 56 (6), 929-946, 2004
52004
On the decomposition of a diagonal operator into a linear combination of idempotents or projectors
VI Rabanovych
Ukrainian Mathematical Journal 57 (3), 466-473, 2005
42005
Matrix Banach Algebras and Representation Theory
VI Rabanovich
Ph. D. thesis, Kiev, 2000
4*2000
On a class of unitary representations of the braid groups B3 and B4
S Albeverio, S Rabanovich
Bulletin des Sciences Mathématiques 153, 35-56, 2019
32019
On the spectra of sums and the norms of products of orthogonal projections
VI Rabanovich
Contributed Talk, 17th Internat. Conf. on the Domain Decomposition Methods, 2006
32006
On Representations of F n-Algebras and Invertibility Symbols
S Rabanovich, Y Samoĭlenko
Operator Theory and Related Topics, OT Adv. and Appl. 118, 347-357, 2000
32000
Banach algebras generated by three idempotents
VI Rabanovitch
Methods of Functional Analysis and Topology 4 (01), 65-67, 1998
31998
Every bounded self-ajoint operator is a real linear combination of orthoprojections
V Rabanovich
arXiv preprint arXiv:1608.04445, 2016
22016
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