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UO > About > Organizational Structure > Faculties & Institutes > Faculty of Science > About > Organizational Structure > Departments & Centres > Department of Mathematics

Diana Schneiderová

Diana Schneiderová

Academic degree, name, surname:
doc. Mgr. Diana Schneiderová, Ph.D.
Room, floor, building:
G 509, Building G
Position:
Deputy Head of Department
Research interests and teaching:
Department (Faculty):
Department of Mathematics (Faculty of Science)
Phone number, mobile:
+420 553 46 1354
E-mail:



No record found.



Optimization of Robin Laplacian Eigenvalue With Indefinite Weight in Spherical Shell
Baruch Schneider, Diana Schneiderová, Yifan Zhang
Year: 2025, Mathematical Methods in the Applied Sciences
journal article
 
Magnetic Schroedinger operator with the potential supported in a curved two-dimensional strip
Juan Bory-Reyes, Diana Barseghyan, Baruch Schneider
Year: 2024, MEDITERR J MATH
journal article
 
Spectral estimates for Dirichlet Laplacian on spiral-shaped regions
Diana Barseghyan, Pavel Exner
Year: 2023, Journal of Spectral Theory
journal article
 
Semiclassical bounds in magnetic bottles
Diana Barseghyan, Pavel Exner, Hynek Kovarik, Timo Weidl
Year: 2016, REV MATH PHYS
journal article
 
Gaps in the spectrum of a periodic quantum graph with periodically distributed ?'-type interactions
Diana Barseghyan, Andrii Khrabustovskyi
Year: 2015, J PHYS A-MATH THEOR
journal article
 
A regular version of Smilansky model
Diana Barseghyan, Pavel Exner
Year: 2014, Journal of Mathematical Physics
journal article
 
Applications of inequalities of Lieb-Thirring type to spectral theory
Diana Barseghyan
Year: 2010, MATH NOTES+
journal article
 
On the possibility of strengthening the Lieb-Thirring inequality
Diana Barseghyan
Year: 2009, MATH NOTES+
journal article
 

LIEB-THIRRING TYPE ESTIMATES FOR DIRICHLET LAPLACIANS ON SPIRAL-SHAPED DOMAINS
Juan Borey Reyes, Diana Barseghyan, Baruch Schneider
Year: 2025, REPORTS ON MATHEMATICAL PHYSICS
journal article
 
Optimization of Robin Laplacian Eigenvalue With Indefinite Weight in Spherical Shell
Baruch Schneider, Diana Schneiderová, Yifan Zhang
Year: 2025, Mathematical Methods in the Applied Sciences
journal article
 
Magnetic Schroedinger operator with the potential supported in a curved two-dimensional strip
Juan Bory-Reyes, Diana Barseghyan, Baruch Schneider
Year: 2024, MEDITERR J MATH
journal article
 
Optimisation of Robin Laplacian eigenvalue with indefinite weight in spherical shell
Baruch Schneider, Diana Barseghyan, Yifan Zhang
Year: 2024, MATH METHOD APPL SCI
journal article
 
MAGNETIC NEUMANN LAPLACIAN ON A DOMAIN WITH A HOLE
Diana Barseghyan, Baruch Schneider, Swanhild Bernstein
Year: 2023, Reports on Mathematical Physics
journal article
 
Spectral convergence of the Laplace operator with Robin boundary conditions on a small hole
Diana Schneiderová, Baruch Schneider
Year: 2023, MEDITERR J MATH
journal article
 
Spectral estimates for Dirichlet Laplacian on spiral-shaped regions
Diana Barseghyan, Pavel Exner
Year: 2023, Journal of Spectral Theory
journal article
 
Neumann Laplacian in a perturbed domain
Diana Barseghyan, Baruch Schneider, Hai Ly Hong
Year: 2022, MEDITERR J MATH
journal article
 
Spectral estimates for Dirichlet Laplacian on geometrically nontrivial domains
Diana Barseghyan
Year: 2022
presentations (congresses, symposia, conferences, workshops)
 
Dirichlet-type problems for certain Beltrami equations
Juan Bory Reyes, Diana Barseghyan, Baruch Schneider
Year: 2021, MEDITERR J MATH
journal article
 
Magnetic field influence on the discrete spectrum of locally deformed leaky wires
Diana Barseghyan, Pavel Exner
Year: 2021, Reports on Mathematical Physics
journal article
 
Eigenvalue bound for Schroedinger operators with unbounded magnetic field
Diana Barseghyan, Baruch Schneider
Year: 2020, REP MATH PHYS
journal article
 
Magnetic Schroedinger operators with radially symmetric magnetic field and radially symmetric electric potential
Diana Barseghyan, Francoise Truc
Year: 2020, Springer Nature Switzerland AG
specialist book chapter
 
Spectral geometry in a rotating frame: Properties of the ground state
Diana Barseghyan, Pavel Exner
Year: 2020, Journal of Mathematical Analysis and Applications
journal article
 
Spectral estimates for Dirichlet Laplacian on tubes with exploding twisting velocity
Diana Barseghyan, Andrii Khrabustovskyi
Year: 2019, Operators and Matrices
journal article
 
A magnetic version of the Smilansky-Solomyak model
Diana Barseghyan, Pavel Exner
Year: 2017, J PHYS A-MATH THEOR
journal article
 
A REGULAR ANALOGUE OF THE SMILANSKY MODEL: SPECTRAL PROPERTIES
Diana Barseghyan, Pavel Exner
Year: 2017, REP MATH PHYS
journal article
 
On a class of Schroedinger operators exhibiting spectral transition
Diana Barseghyan, Olga Rossi
Year: 2017, European Mathematical Society Publishing House
specialist book chapter
 
Semiclassical bounds in magnetic bottles
Diana Barseghyan, Pavel Exner, Hynek Kovarik, Timo Weidl
Year: 2016, REV MATH PHYS
journal article
 
Spectral analysis of a class of Schrodinger operators exhibiting a parameter-dependent spectral transition
Diana Barseghyan, Pavel Exner, Andrii Khrabustovskyi, Milos Tater
Year: 2016, Journal of Physics A: Mathematical and Theoretical
journal article
 
Gaps in the spectrum of a periodic quantum graph with periodically distributed ?'-type interactions
Diana Barseghyan, Andrii Khrabustovskyi
Year: 2015, J PHYS A-MATH THEOR
journal article
 
A regular version of Smilansky model
Diana Barseghyan, Pavel Exner
Year: 2014, Journal of Mathematical Physics
journal article
 
A variation on Smilansky's model
Diana Barseghyan, Pavel Exner
Year: 2014, World Scientific Publishing Co.
specialist book chapter
 
Spectral estimates for Dirichlet Laplacians on perturbed twisted tubes
Diana Barseghyan, Pavel Exner
Year: 2014, Operators and matrices
journal article
 
Inverse Problems and Applications
Diana Barseghyan
Year: 2013
work experience abroad
 
Spectral Analysis of Schroedinger Operators with Unusual Semiclassical Behavior,
Diana Barseghyan, Pavel Exner
Year: 2013, Acta Polytechnica
journal article
 
Spectral estimates for Dirichlet Laplacians and Schrödinger operators on geometrically nontrivial cusps
Diana Barseghyan, P. Exner
Year: 2013, Journal of Spectral Theory
journal article
 
Spectral estimates for a class of Schrödinger operators with infinite phase space and potential unbounded from below
Diana Barseghyan, P. Exner
Year: 2012, J. Phys. A, Math. Theor.
journal article
 
Possibility to strengthen the Lieb-Thirring inequality for systems of functions of special type
Diana Barseghyan
Year: 2011, Moscow University Mathematics Bulletin
journal article
 
Applications of inequalities of Lieb-Thirring type to spectral theory
Diana Barseghyan
Year: 2010, MATH NOTES+
journal article
 
On the possibility of strengthening the Lieb-Thirring inequality
Diana Barseghyan
Year: 2009, MATH NOTES+
journal article
 
On inequalities of Lieb-Thirring type
Diana Barseghyan
Year: 2007, MATH NOTES+
journal article
 

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Author
Title
Type of thesis
Year
Galliková Beáta
Financial mathematics in lower secondary education
závěrečná
Horváthová Martina
Implementation of digital technologies in the mathematics education of school-age pupils at the Elementary School in the town of Hnúšťa
závěrečná
Hrabinová Katarína
Mathematics in everyday life
závěrečná
Kardošová Lucia
Assessment and classification criteria in mathematics
závěrečná
Vachová Miriama
Methods of work and education of pupils with special educational needs in the subject of mathematics at Elementary School Klokočova 742/15 Hnúšťa
závěrečná
Gališinová Lucia
Final testing of mathematics knowledge of 9th grade of elementary school pupils - comparison of individual test answers within the 9th A class of Primary School Topolovka
závěrečná
2024
Ly Hong Hai
Spectral analysis and applications in perforated domains
Doctoral thesis
2024
Chishimba Martin
The Lieb-Thirring Inequalities for Three Dimensional Case
Master's thesis
2024
Gamrotová Michaela
Self-adjoint operators and their spectrum: general theory and some non-classical examples.
Master's thesis
2019
Fildán Daniel
Eigenvalues of Schrödinger operators
Bachelor's thesis
Nieminen Joona
Lieb-Thirring inequality
Bachelor's thesis
2023



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