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2 147 (0,078s) •

Projekt

Oscillation theory of half-linear differential and difference equations (GP201/07/P297)

-linear differential equations. It is known that there exists a similarity between theories of these equations and the Sturm-Liouville equation which is the special case of the half-linear equation. Especially, the...

BA - Obecná matematika

  • 2007 - 2009
    • •
  • 244 tis. Kč
    • •
  • 244 tis. Kč
    • •
  • GA ČR
Projekt

Optimality conditions on time scales (1K04001)

and Riccati dynamic equations....

BA - Obecná matematika

  • 2004 - 2006
    • •
  • 1 508 tis. Kč
    • •
  • 1 023 tis. Kč
    • •
  • MŠMT
Projekt

Difference equations and dynamic equations on time scales II (GA201/07/0145)

of second order linear, half-linear, and quasilinear difference equations; - symplecticdifference systems and associated Riccati matrix equations with applications of obtained systems; - qualitative theory of second order ...

BA - Obecná matematika

  • 2007 - 2009
    • •
  • 2 561 tis. Kč
    • •
  • 2 561 tis. Kč
    • •
  • GA ČR
Projekt

Asymptotic Properties and Controls of Evolution Equations with Hille-Yosida Operators (GA201/02/0597)

Boundary/point controls of various type of PDEs leads to evolution equations of more general evolution equations. We will consider the following questions for these equations: 1. Concrete models leading to evolutionary inte...

BA - Obecná matematika

  • 2002 - 2004
    • •
  • 465 tis. Kč
    • •
  • 270 tis. Kč
    • •
  • GA ČR
Projekt

Algorithms for continuation of invariant subspaces of large sparse matrices with applications (GA201/06/0356)

(CIS). We opted for CIS via solving direct defining equations: At each continuation step it is necessary to solve a bordered Sylvester Equation. The novelty is that we......

BA - Obecná matematika

  • 2006 - 2008
    • •
  • 630 tis. Kč
    • •
  • 630 tis. Kč
    • •
  • GA ČR
Projekt

Modelling and control of spatially distributed systems via polynomial approach (GPP103/12/P494)

for solving algebraic Riccati equation is based on so-called cepstral method. The presence described by partial differential equations and are modelled by multivariate spatio-temporal transfer functions or in the form of s...

BC - Teorie a systémy řízení

  • 2012 - 2014
    • •
  • 2 764 tis. Kč
    • •
  • 2 764 tis. Kč
    • •
  • GA ČR
Projekt

Second order optimality conditions for optimization problems (ME 891)

of solutions of the corresponding Jacobi and Riccati equations. The aim is so deriving new of differential, difference, and/or dynamic equations reasonably works.......

BA - Obecná matematika

  • 2007 - 2011
    • •
  • 797 tis. Kč
    • •
  • 411 tis. Kč
    • •
  • MŠMT
Projekt

Oscillation theory on hybrid time domains with applications in spectral theory and matrix analysis (GA23-05242S)

This project deals with the oscillation theory for differential equations on hybrid time domains, including the continuous and discrete time. The principal aim is to explain the nature of oscillations on hybrid time domains (also called time...

Pure mathematics

  • 2023 - 2025
    • •
  • 6 260 tis. Kč
    • •
  • 5 977 tis. Kč
    • •
  • GA ČR
Projekt

New oscillation theory for linear Hamiltonian and symplectic systems (GA19-01246S)

This project deals with new oscillation and spectral theory for linear Hamiltonian and symplectic systems. These systems play a fundamental role in mathematics, since they generalize important differential and difference equations and natura...

Pure mathematics

  • 2019 - 2022
    • •
  • 4 109 tis. Kč
    • •
  • 3 315 tis. Kč
    • •
  • GA ČR
Projekt

Hamiltonian and symplectic systems oscillation and spectral theory (GA16-00611S)

This project deals with linear Hamiltonian and symplectic systems, in particular with their oscillation and spectral theory. These systems play a fundamental role in mathematics, since they generalize important differential and difference equatio...

BA - Obecná matematika

  • 2016 - 2018
    • •
  • 5 003 tis. Kč
    • •
  • 3 422 tis. Kč
    • •
  • GA ČR
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