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Stability of discrete systems with nonnegative coefficients in the space of continuous bounded functions on a locally compact group

Differential equations, 2017-04, Vol.53 (4), p.445-449

Gaishun, I. V.

2017

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Differential Equations in a Partial Differential Ring: Basic Properties and Observability Conditions

Differential equations, 2018-06, Vol.54 (6), p.817-822

2018

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Stability of two-parameter discrete systems with nonnegative coefficients

Differential equations, 2015-05, Vol.51 (5), p.586-591

Gaishun, I. V.

2015

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Interval and robust observability of discrete systems with interval coefficients

Differential equations, 2016-08, Vol.52 (8), p.1054-1060

2016

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CONTRIBUTION OF COMPOSITE AND STRUCTURAL CHANGES OF THE VASCULAR WALL TO THE ARTERIAL STIFFNESS INCREASE

Vestsi Natsyi͡a︡nalʹnaĭ akadėmii navuk Belarusi. Izvestii͡a︡ Nat͡s︡ionalʹnoĭ akademii nauk Belarusi. Serii͡a︡ medit͡s︡inskih nauk, 2018-06, Vol.15 (2), p.146-150

2018

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Interval and robust stability of two-parameter discrete systems with interval coefficients

Differential equations, 2015-10, Vol.51 (10), p.1267-1273

2015

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Existence and a method for constructing canonical forms of linear time-varying control systems with scalar input

Differential equations, 2014-12, Vol.50 (12), p.1625-1631

2014

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Controllability of linear nonstationary systems with scalar input and quasidifferentiable coefficients

Differential equations, 2013-08, Vol.49 (8), p.1018-1026

2013

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Reconstruction of linear nonstationary discrete systems from their response to impulse inputs

Differential equations, 2010-01, Vol.46 (1), p.127-131

Gaishun, I. V.

2010

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Invariant families of sets and zero dynamics of linear nonstationary control systems with scalar input and output

Differential equations, 2009-10, Vol.45 (10), p.1497-1506

Gaishun, I. V.

2009

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Observability of linear differential systems defined in differential rings

Differential equations, 2009-05, Vol.45 (5), p.680-687

Gaishun, I. V.

2009

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Controllability of differential systems in differential rings

Differential equations, 2008-11, Vol.44 (11), p.1524-1532

Gaishun, I. V.

2008

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Canonical forms of linear nonstationary observation systems with quasidifferentiable coefficients with respect to various transformation groups

Differential equations, 2011-02, Vol.47 (2), p.254-263

2011

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Identification of linear nonstationary systems from their responses to generalized controls

Differential equations, 2008-03, Vol.44 (3), p.312-318

Gaishun, I. V.

2008

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Relationship between canonical forms of linear differential observation systems and canonical forms of their discrete approximations

Differential equations, 2011-07, Vol.47 (7), p.963-971

2011

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Asymptotic identifiers of states of nonstationary linear discrete systems with a scalar output signal

Differential equations, 2007-11, Vol.43 (11), p.1602-1610

Gaishun, I V

2007

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Output-equivalent discrete observation systems

Differential equations, 2007-07, Vol.43 (7), p.934-942

Gaishun, I V

2007

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Method for constructing frobenius canonical forms of linear nonstationary observation systems

Differential equations, 2010-10, Vol.46 (10), p.1482-1490

2010

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State Estimation for Linear Time-Varying Observation Systems

Differential equations, 2019-03, Vol.55 (3), p.363-373

2019

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Stability and strong stability of quasistationary linear Hamiltonian systems in total differentials with periodic coefficients

Differential equations, 2006-02, Vol.42 (2), p.172-181

Gaishun, I V

2006

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On a stabilization algorithm for nonstationary linear discrete systems with a single input

Differential equations, 2006-11, Vol.42 (11), p.1536-1544

Gaishun, I V

2006

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Quasidifferentiability and canonical forms of linear nonstationary observation systems

Differential equations, 2010-03, Vol.46 (3), p.428-436

2010

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Vladimir Aleksandrovich Il’in

Differential equations, 2014-09, Vol.50 (9), p.1133-1135

2014

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Strong Stability of Linear Hamiltonian Systems in Total Differentials with Periodic Coefficients

Differential equations, 2005-06, Vol.41 (6), p.773-779

Gaishun, I V

2005

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The group of linear Hamiltonian systems in total differentials and strong stability of its stationary and periodic elements

Differential equations, 2006-06, Vol.42 (6), p.779-788, Article 779

Gaishun, I V

2006

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