I. Ivanov

发表

SEVERAL ITERATIVE PROCEDURES TO COMPUTE THE STABILIZING SOLUTION OF A DISCRETE-TIME RICCATI EQUATION WITH PERIODIC COEFFICIENTS ARISING IN CONNECTION WITH A STOCHASTIC LINEAR QUADRATIC CONTROL PROBLEM ∗

I. Ivanov, 2015 .

An iterative procedure for computing the stabilizing solution of discrete-time periodic Riccati equations with an indefinite sign

S. Aberkane, V. Dragan, I. Ivanov, 2014 .

On two perturbation estimates of the extreme solutions to the equations X ± A*X−1A = Q☆

V. Hasanov, I. Ivanov, 2006 .

On computer realization of algorithms for solving special block linear systems

B. Minchev, I. Ivanov, 2022 .

On matrix equations X ± A ∗ X − 2 A =

B. Minchev, V. Hasanov, I. Ivanov, 1999 .

Stein iterations for the coupled discrete-time Riccati equations

Ivan G. Ivanov, I. Ivanov, 2009 .

Accelerated LMI Solvers For The Maximal Solution To A Set Of Discrete-Tme Algebraic Riccati Equations

I. Ivanov, 2013 .

On positive definite solutions of the family of matrix equations X + A * X -n A = Q

I. Ivanov, 2006 .

On the Matrix Equation X = Q − S*X†S

I. Ivanov, 2007 .

A Game - Theoretic Model for a Stochastic Linear Quadratic Tracking Problem

I. Ivanov, I. Popa, V. Drăgan, 2023, Axioms.

Reachability and Observability of Positive Linear Electrical Circuits Systems Described by Generalized Fractional Derivatives

Hongli Yang, I. Ivanov, Tong Yuan, 2021, Mathematics.

Improved methods and starting values to solve the matrix equations X±A*X-1A=I iteratively

Frank Uhlig, Vejdi I. Hasanov, Ivan Ganchev Ivanov, 2004, Math. Comput..

On matrix equations X±A*X−2A=I

Vejdi I. Hasanov, Ivan G. Ivanov, Borislav V. Minchev, 2001 .

A Method for Solving Special Circulant Pentadiagonal Linear Systems

Ivan Ganchev Ivanov, Borislav V. Minchev, B. Minchev, 1999, LSSC.

Properties of positive definite solutions of the equation X + A∗X−2A = I☆

Salah M. El-Sayed, Ivan G. Ivanov, S. El-Sayed, 1998 .

A new modification of the Rojo method for solving symmetric circulant five-diagonal systems of linear equations☆

Salah M. El-Sayed, Ivan G. Ivanov, S. El-Sayed, 1998 .

Solutions and perturbation estimates for the matrix equations X+/-A*X-nA=Q

Vejdi I. Hasanov, Ivan Ganchev Ivanov, V. Hasanov, 2004, Appl. Math. Comput..

Iterative algorithms for computing the feedback Nash equilibrium point for positive systems

Lars Imsland, Ivan Ganchev Ivanov, Boryana C. Bogdanova, 2017, Int. J. Syst. Sci..

Iteratively Computation the Nash Equilibrium Points in the Two-Player Positive Games

I. Ivanov, Nikolay Netov, V. Tanov, 2016 .

Numerical Solvers for the Stabilizing Solution to Riccati Type Equations Arising in Game Positive Models

I. Ivanov, Sofia, 2016 .

The Iterative Solution to Discrete-Time H∞ Control Problems for Periodic Systems

Ivan Ganchev Ivanov, Boryana C. Bogdanova, I. Ivanov, 2016, Algorithms.

A Method for Solving Hermitian Pentadiagonal Block Circulant Systems of Linear Equations

Ivan Ganchev Ivanov, Borislav V. Minchev, B. Minchev, 2003, LSSC.

A Method for Solving the Spectral Problem for Complex Matrices

Ivan Ivanov, I. Ivanov, 1996, WNAA.

On the Stabilizing Solution of Periodic Riccati Differential Equations Related to a Class of Stochastic Linear Quadratic Differential Game

S. Aberkane, I. Ivanov, I. Popa, 2017 .

On computing the stabilizing solution of a class of discrete‐time periodic Riccati equations

Vasile Dragan, Samir Aberkane, Ivan Ivanov, 2015 .

Solving discrete-time game theoretic periodic Riccati equations: An iterative procedure

Vasile Dragan, Samir Aberkane, Ivan Ganchev Ivanov, 2013, 2013 European Control Conference (ECC).

A numerical procedure to compute the stabilising solution of game theoretic Riccati equations of stochastic control

Vasile Dragan, Ivan Ganchev Ivanov, I. Ivanov, 2011, Int. J. Control.

Properties of Stein (Lyapunov) iterations for solving a general Riccati equation

Ivan G. Ivanov, I. Ivanov, 2007 .

Iterations for solving a rational Riccati equation arising in stochastic control

Ivan Ganchev Ivanov, I. Ivanov, 2007, Comput. Math. Appl..

Closed-Loop Nash Equilibrium in the Class of Piecewise Constant Strategies in a Linear State Feedback Form for Stochastic LQ Games

I. Ivanov, O. Bagdasar, I. Popa, 2021, Mathematics.

Conditions and a computation method of the constrained regulation problem for a class of fractional-order nonlinear continuous-time systems

Hongli Yang, Xindong Si, I. Ivanov, 2021, Int. J. Appl. Math. Comput. Sci..