Małgorzata Klimek
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Polish mathematician, university teacher and mathematical physics
Małgorzata Klimek's AcademicInfluence.com Rankings
Małgorzata Klimekmathematics Degrees
Mathematics
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#7516
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Mathematical Physics
#82
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#96
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Measure Theory
#4195
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#4942
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Mathematics
Małgorzata Klimek's Degrees
- PhD Mathematics University of Warsaw
- Masters Mathematics University of Warsaw
Why Is Małgorzata Klimek Influential?
(Suggest an Edit or Addition)According to Wikipedia, Małgorzata Klimek is a Polish mathematical analyst and mathematical physicist known for her research on the fractional calculus and fractional differential equations. She is a professor in the Institute of Mathematics and Dean of the Faculty of Mechanical Engineering and Computer Science at Częstochowa University of Technology in Poland.
Małgorzata Klimek's Published Works
Published Works
- Fractional sequential mechanics — models with symmetric fractional derivative (2001) (237)
- Lagrangean and Hamiltonian fractional sequential mechanics (2002) (196)
- Fractional Sturm-Liouville problem (2013) (131)
- Variational Methods for the Fractional Sturm--Liouville Problem (2013) (87)
- Sequential fractional differential equations with Hadamard derivative (2011) (87)
- On a Regular Fractional Sturm-Liouville Problem with derivatives of order in (0,1) (2012) (66)
- Lagrangian fractional mechanics — a noncommutative approach (2005) (48)
- Numerical solution of fractional oscillator equation (2011) (43)
- Existence - uniqueness result for a certain equation of motion in fractional mechanics (2010) (34)
- Applications of the fractional Sturm-Liouville problem to the space-time fractional diffusion in a finite domain (2016) (28)
- The fractional Sturm-Liouville problem - Numerical approximation and application in fractional diffusion (2017) (28)
- Numerical solution of the one phase 1D fractional Stefan problem using the front fixing method (2015) (27)
- Solutions of Euler‐Lagrange equations in fractional mechanics (2007) (25)
- G-Meijer functions series as solutions for certain fractional variational problem on a finite time interval (2008) (21)
- Extension of q-deformed analysis and q-deformed models of classical mechanics (1993) (20)
- Exact and numerical solutions of the fractional Sturm–Liouville problem (2018) (17)
- Regular fractional Sturm-Liouville problem with discrete spectrum: Solutions and applications (2014) (15)
- Reflection symmetric formulation of generalized fractional variational calculus (2012) (14)
- Regular Fractional Sturm-Liouville Problem with Generalized Derivatives of Order in (0, 1) (2013) (12)
- Fractional Sturm-Liouville Problem and 1D Space-Time Fractional Diffusion With Mixed Boundary Conditions (2015) (10)
- On analogues of exponential functions for antisymmetric fractional derivatives (2010) (10)
- Existence and uniqueness of solution for a class of nonlinear sequential differential equations of fractional order (2012) (9)
- Regular Sturm-Liouville Problem with Riemann-Liouville Derivatives of Order in (1, 2): Discrete Spectrum, Solutions and Applications (2014) (8)
- Stationarity-conservation laws for certain linear fractional differential equations (2001) (8)
- Convexity and subsolutions of partial differential equations (1986) (7)
- On reflection symmetry in fractional mechanics (2011) (7)
- kappa-deformed realisation of D=4 conformal algebra (1995) (7)
- Exact Solution of Two-Term Nonlinear Fractional Differential Equation with Sequential Riemann-Liouville Derivatives (2013) (7)
- On Application of the Contraction Principle to Solve the Two-Term Fractional Differential Equations (2011) (7)
- Homogeneous robin boundary conditions and discrete spectrum of fractional eigenvalue problem (2019) (6)
- On reflection symmetry and its application to the Euler–Lagrange equations in fractional mechanics (2013) (6)
- The conservation laws and integrals of motion for a certain class of equations in discrete models (1996) (6)
- The conservation laws for deformed classical models (1994) (5)
- On Mellin transform application to solution of fractional differential equations (2008) (5)
- Conservation Laws for Linear Equations on Quantum Minkowski Spaces (1997) (5)
- Space- and Time-Fractional Legendre-Pearson Diffusion Equation (2013) (5)
- On contraction principle applied to nonlinear fractional differential equations with derivatives of order α ∈ (0,1) (2011) (4)
- Mellin Transform for Fractional Differential Equations with Variable Potential (2011) (4)
- Towards clean HSMG® graphene transfer (2020) (4)
- Conservation laws for linear equations on braided linear spaces (1999) (4)
- An approximate relativistic two body (scalar-scalar and scalar-spinor) potentials due to the electromagnetic interaction. I (1989) (4)
- Exact and Numerical Solution of the Fractional Sturm–Liouville Problem with Neumann Boundary Conditions (2022) (4)
- Fractional Sturm-Liouville Problem in Terms of Riesz Derivatives (2015) (4)
- Integrals of motion for some equations onq-minkowski space (1997) (3)
- Exact and numerical solutions of sequential fractional differential equations of order in (1,2) (2012) (3)
- Spectrum of Fractional and Fractional Prabhakar Sturm–Liouville Problems with Homogeneous Dirichlet Boundary Conditions (2021) (3)
- The symmetry algebra and conserved Currents for Klein-Gordon equation on quantum Minkowski space (1997) (3)
- Conservation laws for a class of nonlinear equations with variable coefficients on discrete and noncommutative spaces (2000) (2)
- Reflection symmetry properties of generalized fractional derivatives (2012) (2)
- Simple Case of Fractional Sturm-Liouville Problem with Homogeneous von Neumann Boundary Conditions (2018) (2)
- Exact solutions of simple variational fractional equations on a finite time interval (2008) (1)
- On Reflection Symmetry and Its Application to the Euler-Lagrange Equations in Fractional Mechanics (2011) (1)
- Reflection Symmetry in Fractional Calculus - Properties and Applications (2013) (1)
- 2D space-time fractional diffusion on bounded domain — Application of the fractional Sturm-Liouville theory (2015) (1)
- Towards integrals of motion on noncommutative spaces – models on SLq(N) quantum planes (2000) (1)
- New class of function-dependent deformations of creation and annihilation operators (1992) (1)
- Conservation Laws for Linear Equations on Quantum (1998) (0)
- On Solving Certain Fractional Differential Equations With Right-Sided Derivatives (2009) (0)
- D=2 and D=4 realization of κ-conformal algebra (1996) (0)
- Reflection symmetric formulation of generalized fractional variational calculus (2013) (0)
- Dynamical constraints versus Hamiltonian symmetry (1986) (0)
- Positive and bounded below solutions for certain nonlinear fractional differential equations (2010) (0)
- Field-theoretic ramifications of Barut’s method (1991) (0)
- Maximum and Minimum Principles for the Generalized Fractional Diffusion Problem with a Scale Function-Dependent Derivative (2017) (0)
- The relation between the Polyakov and the Fradkin-Vilkoviski path integrals for the bosonic string (1988) (0)
- Two-Body Equations via the Technique of Bilocal Functional Integral (1992) (0)
- Meijer G-functions series as exact solutions of a class of non-homogeneous fractional differential equations (2009) (0)
- Percolation with a barier in finite systems (2010) (0)
- FRACTIONAL MECHANICS - A NONCOMMUTATIVE APPROACH (2006) (0)
- On conservation laws for models in discrete, noncommutative and fractional differential calculus (2002) (0)
- THE LINEAR DIFFERENCE DERIVATIVES AND SOME Q-SPECIAL FUNCTIONS (1996) (0)
- AS EXACT SOLUTIONS OF A CLASS OF NON-HOMOGENEOUS FRACTIONAL DIFFERENTIAL EQUATIONS (2015) (0)
- An approximate electrostatic potentials between massive spin-0, Duffin-Kemmer and spin-1/2 Dirac particles. II (1989) (0)
- On differentiable solutions for one-term nonlinear fractional differential equations (2010) (0)
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What Schools Are Affiliated With Małgorzata Klimek?
Małgorzata Klimek is affiliated with the following schools: