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Showing 1-11 of 11 results

  1. Adaptive multi-parameter regularization approach to construct the distribution function of relaxation times

    Determination of the distribution function of relaxation times (DFRT) is an approach that gives us more detailed insight into system processes, which...

    Mark Žic, Sergiy Pereverzyev Jr., ... Sergei Pereverzyev in GEM - International Journal on Geomathematics
    Article Open access 30 November 2019

  2. Discrete Framelet Transforms

    Discrete wavelet/framelet transforms are the backbone of wavelet theory for its applications in a wide scope of areas. In this chapter we study...
    Bin Han in Framelets and Wavelets
    Chapter 2017

  3. Applications of Framelets and Wavelets

    In the last chapter of this book, we discuss some applications of framelets and wavelets and provide their underlying mathematics. Since many...
    Bin Han in Framelets and Wavelets
    Chapter 2017

  4. Analysis of Affine Systems and Dual Framelets

    One of the major tasks in mathematics and its applications is to develop representation systems and mathematical transforms with desirable properties...
    Bin Han in Framelets and Wavelets
    Chapter 2017

  5. Framelets and Wavelets Derived from Refinable Functions

    Because refinable functions play a central role in the study and construction of affine systems of framelets and wavelets, in this chapter we study...
    Bin Han in Framelets and Wavelets
    Chapter 2017

  6. Free work and control of equilibrium configurations

    Let C * be a equilibrium configuration of a thermo-visco-elastic material. The paper aims to reach three objectives; i) control of perturbations to C ...

    M. Padula in Annali dell’Università di Ferrara
    Article 01 January 2003

  7. Geometric Phases

    In this chapter we introduce the Hannay angle, adiabatic Hannay angle, or geometric phase 1for classical systems and describe how it arises in vortex...
    Paul K. Newton in The N-Vortex Problem
    Chapter 2001

  8. Construction of a separately continuous function with given oscillation

    We investigate the problem of construction of a separately continuous function f whose oscillation is equal to a given nonnegative function g . We...

    V. K. Maslyuchenko, O. V. Maslyuchenko in Ukrainian Mathematical Journal
    Article 01 July 1998

  9. On Some Applications of the Biharmonic Equation

    In this paper we study a system of biharmonic equations coupled by the boundary conditions. These boundary conditions contain some combinations of...
    K. Gürlebeck in Clifford Algebras and Their Application in Mathematical Physics
    Chapter 1998

  11. Nonlinear Models with Lagged Dependent Variables

    Dealing with models containing lagged dependent variables, econometricians are faced with the problem that in general the observations are...
    Herman J. Bierens in Robust Methods and Asymptotic Theory in Nonlinear Econometrics
    Chapter 1981
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