Approximation of Schroedinger operators with delta-interactions supported on hypersurfaces

J. Math. Pures Appl.., submitted [mp_arc 16-74; arXiv:1609.00608 [math.SP]]

A regular analogue of the Smilansky model: spectral properties

J. Math. Anal. Appl., submitted [mp_arc16-73; arXiv:1609.03008[math-ph]]

On the spectrum of leaky surfaces with a potential bias

Festschrift in Honor of Helge Holden's 60th Birthday, submitted

Pseudo-orbit approach to trajectories of resonances in quantum graphs with general vertex coupling: Fermi rule and high-energy asymptotics

J. Math. Phys., submitted [mp_arc16-67; arXiv:1608.03978 [math-ph]]

On resonances and bound states of Smilansky Hamiltonian

Nanosystems: Phys. Chem. Math., submitted [mp_arc 16-44; arXiv:1607.00540 [math-ph]]

Note on a product formula related to quantum Zeno dynamics

Commun. Math. Phys., submitted [mp_arc 16-??; arXiv:1605.????? [math-ph]]

Infinite quantum graphs

Doklady AN (2016), to appear

Approximation of Schroedinger operators with delta-interactions supported on hypersurfaces

Math. Nachr., to appear [mp_arc 15-120; arXiv:1512.08658 [math.SP]]

A spectral isoperimetric inequality for cones

Lett. Math. Phys., submitted [mp_arc 15-117; arXiv:1512.01970 [math.SP]]

Generalized interactions supported on hypersurfaces

J. Math. Phys.

Spectral analysis of a class of Schr\"odinger operators exhibiting a parameter-dependent spectral transition

J. Phys.

Spectral properties of magnetic chain graphs

Ann. H. Poincare (2016), to appear [mp_arc 15-61; arXiv:1507.00608 [math-ph]; abs]

On eigenvalue asymptotics for strong $\delta$-interactions supported by surfaces with boundaries

Asympt. Anal.

On the existence of bound states in asymmetric leaky wires

J. Math. Phys.

Semiclassical bounds in magnetic bottles

Rev. Math. Phys.

Strong coupling asymptotics for Schroedinger operators with an interaction supported by an open arc in three dimensions

Rep. Math. Phys.

Gap asymptotics in a weakly bent leaky quantum wire

J. Phys.

Spectra of magnetic chain graphs: coupling constant perturbations

J. Phys.

Functional analysiss

in "Mathematical Tools for Physicists" (2nd ed.; M. Grinfeld, ed.), Wiley, Weinheim 2015; pp. 449-474 [description]

On the spectrum of narrow Neumann waveguide with periodically distributed $\delta'$ traps

J. Phys. A: Math. Theor.

Spectrum of a dilated honeycomb network

Integral Equation and Operator Theory

Curvature-induced bound states in Robin waveguides and their asymptotical properties

J. Math. Phys.

Non-equilibrium current via geometric scatterers

J. Phys.

Schr\"odinger operators with $\delta$-interactions supported on conical surfaces

J. Phys.

Spectral asymptotics of a strong $\delta'$ interaction supported by a surface

Phys. Lett.

Asymptotic eigenvalue estimates for a Robin problem with a large parameter

Portugal. Math.

Approximations of quantum-graph vertex couplings by singularly scaled rank-one potentials

Lett. Math. Phys.

A regular version of Smilansky model

J. Math. Phys.

Schroedinger operators with delta and delta'-interactions on Lipschitz surfaces and chromatic numbers of associated partitions

Rev. Math. Phys.

Absence of absolutely continuous spectrum for the Kirchhoff Laplacian on radial trees

Ann. H. Poincare

On some sharp spectral inequalities for Schroedinger operators on semiaxis

Commun. Math. Phys.

Spectral estimates for Dirichlet Laplacians on perturbed twisted tubes

Operators and Matrices

Strong coupling asymptotics for a singular Schr\"odinger operator with an interaction supported by an open arc

Comm. PDE

Resonances on hedgehog manifolds

Acta Polytechnica

Approximations of quantum-graph vertex couplings by singularly scaled potentials

J. Phys.

Spectral asymptotics of a strong $\delta'$ interaction on a planar loop

J. Phys.

Tunneling resonances in systems without a classical trapping

J. Math. Phys.

Momentum operators on graphs

in "Spectral Analysis, Differential Equations and Mathematical Physics: A Festschrift in Honor of Fritz Gesztesy's 60th Birthday" (H. Holden, B. Simon, G. Teschl, eds.), Proc. Symp. Pure Math., vol. 87, AMS, Providence, R.I.; pp. 105-118 [mp_arc 12-64; arXiv: 1205.5941 [math-ph]]

Approximation of quantum graph vertex couplings by scaled Schroedinger operators on thin branched manifolds

Commun. Math. Phys.

Solvable models of resonances and decays

in Proceedings of the conference "Mathematical Physics, Spectral Theory and Stochastic Analysis" (Goslar 2011; M.Demuth, W. Kirsch, eds.), Birkhäuser, Basel 2013; pp. 165-227. [mp_arc 12-46; arXiv: 1205.0512 [math-ph]]

Spectral estimates for Dirichlet Laplacians and Schroedinger operators on geometrically nontrivial cusps

J. Spect. Theory

Decay law regularity

Integral Equations and Operator Theory (2012), 1-2 [abs]

On the ground state of quantum graphs with attractive $\delta$-coupling

Phys. Lett.

Spectral estimates for a class of Schroedinger operators with infinite phase space and potential unbounded from below

J. Phys.

Inverse scattering problem for quantum graph vertices

Phys. Rev.

Vertex couplings in quantum graphs: approximations by scaled Schroedinger operators

Non-Weyl resonance asymptotics for quantum graphs in a magnetic field

Phys. Lett.

Built-up structure criticality

Physica

Dynamics of an electron confined to a "hybrid plane" and interacting with a magnetic field

Rep. Math. Phys.

Remarks on the Trotter-Kato product formula for unitary groups

Integral Equation and Operator Theory

Tripartite connection condition for quantum graph vertex

Phys. Lett.

On the location of spectral edges in Z-periodic media

J. Phys.

High-energy asymptotics of the spectrum of a periodic square-lattice quantum graph

J. Phys.

Spectrum of Dirichlet Laplacian in a conical layer

J. Phys.

On the absence of absolutely continuous spectra for Schroedinger operators on radial tree graphs

J. Math. Phys.

Non-Weyl asymptotics for quantum graphs with general coupling conditions

J. Phys.

Resonances from perturbations of quantum graphs with rationally related edges

J. Phys.

Approximation of a general singular vertex coupling in quantum graphs

Ann. Phys.

Spectral filtering in quantum Y-junction

J. Phys. Soc. Japan

On geometric perturbations of critical Schrödinger operators with a surface interaction

J. Math. Phys.

The distribution of landed property

Physica

Approximation of quantum graph vertex couplings by scaled Schroedinger operators on thin branched manifolds

J. Phys.

On the spectrum of a bent chain graph

J. Phys.

Interlaced dense point and absolutely continuous spectra for Hamiltonians with concentric-shell singular interactions

Proceedings of the

Hiatus perturbation for a singular Schr\"odinger operator with an interaction supported by a curve in $\mathbb{R}^3$

J. Math. Phys.

On the optimization of the principal eigenvalue for single-centre point-interaction operators in a bounded region

J. Phys.

A Markov process associated with plot-size distribution in Czech Land Registry and its number-theoretic properties

J. Phys.

Leaky quantum graphs: a review

in Proceedings of the INI programme "Analysis on Graphs and Applications" (Cambridge 2007), AMS "Proceedings of Symposia in Pure Mathematics" Series, vol. 77, Providence, R.I., 2008; pp. 523-564. [mp_arc 07-261; arXiv: 0710.5903 [math-ph]]

Quantum networks modelled by graphs

Proceedings of the Joint Mathematics/Physics Workshop "Quantum Few-Body System" (Aarhus 2007), AIP Conf. Proc., vol. 998; Melville, NY, 2008, pp. 1-17. [arXiv: 0706.0481 [math-ph]]

A ``hybrid plane'' with spin-orbit interaction

Russian J. Math. Phys.

On the dense point and absolutely continuous spectrum for Hamiltonians with concentric $\delta$ shells

Lett. Math. Phys.

Nontrivial edge coupling from a Dirichlet network squeezing: the case of a bent waveguide

J. Phys.

A remark on helical waveguides

Phys. Lett.

Approximations of singular vertex couplings in quantum graphs

Rev. Math. Phys.

On the critical exponent in an isoperimetric inequality for chords

Phys. Let.

Convergence of resonances on thin branched quantum wave guides

J. Math. Phys.

Localization on a quantum graph with a random potential on the edges

Rev. Math. Phys.

Unstable system dynamics: do we understand it fully?

Rep. Math. Phys.

Equivalence of resolvent and scattering resonances on quantum graphs

in "Adventures in Mathematical Physics" (Proceedings, Cergy-Pontoise 2006), AMS "Contemporary Mathematics" Series, vol. 447, Providence, R.I., 2007; pp. 73-81. [mp_arc 06-302; math-ph/0610065]

Absolute continuity of the spectrum for periodically modulated leaky wires in R^3

Ann. H. Poincare

Zeno product formula revisited

Integral Equations and Operator Theory

On relations between stable and Zeno dynamics in a leaky graph decay model

Proceedings of the Conference "Operator Theory and Mathematical Physics" (Bedlewo 2004); Operator Theory: Advances and Applications, vol.174, Birkhauser, Basel 2007; pp.21-34. [quant-ph/0504060]

The decay law can have an irregular character

J. Phys.

Distant perturbation asymptotics in window-coupled waveguides. I. The non-threshold case

J. Math. Phys.

Resonance asymptotics in the generalized Winter model

Phys. Lett.

Necklaces with interacting beads: isoperimetric problems

Proceedings of the UAB05 Conference on Differential Equations and Mathematical Physics at Birmingham, AMS "Contemporary Mathematics" Series, vol. 412, Providence, R.I., 2006; pp. 141-149. [mp_arc 05-299; math-ph/0508061]

Inequalities for means of chords, with application to isoperimetric problems

Lett. Math. Phys.

Approximations by graphs and emergence of global structures

Rep. Math. Phys.

Approximations of permutation-symmetric vertex couplings in quantum graphs

Proceedings of the Conference "Quantum Graphs and Their Applications" (Snowbird 2005); AMS "Contemporary Mathematics" Series, vol. 415, Providence, R.I., 2006; pp. 109-120 [mp_arc 05-284; math-ph/0508046]

Spectrum of the Schroedinger operator in a perturbed periodically twisted tube

Lett. Math. Phys.

Sufficient conditions for the anti-Zeno effect

J. Phys.

An isoperimetric problem for leaky loops and related mean-chord inequalities

J. Math. Phys.

Scattering by local deformations of a straight leaky wire

J. Phys.

Bose-Einstein condensation in geometrically deformed tubes

J. Phys.

An appendix to the 2nd edition of the monograph

An isoperimetric problem for point interactions

J. Phys.

A product formula related to quantum Zeno dynamics

Ann. H. Poincare

Convergence of spectra of graph-like thin manifolds

J. Geom. Phys.

Lieb-Thirring inequalities for geometrically induced bound states

Lett. Math. Phys.

An approximation to delta' couplings on graphs

J. Phys.

Enhanced binding revisited for a spinless particle in non-relativistic QED

J. Math. Phys.

Schroedinger operators with singular interactions: a model of tunneling resonances

J. Phys.

Exponential splitting of bound states in a waveguide with a pair of distant windows

J. Phys.

A lower bound to the spectral threshold in curved tubes

Proc. Roy. Soc.

Leaky quantum wire and dots: a resonance model

Proceedings of the XIV International Congress on Mathematical Physics (Lisbon 2003), World Scientific, Singapore 2005; pp. 593-600. [mp_arc 03-329; math-ph/0307030]

Strong-coupling asymptotic expansion for Schroedinger operators with a singular interaction supported by a curve in R^3

Rev. Math. Phys.

Spectra of soft ring graphs

Waves in Random Media,

Topologically non-trivial quantum layers

J. Math. Phys.

A model of interband radiative transition

J. Math. Soc. Japan

Spectral properties of Schroedinger operators with a strongly attractive delta interaction supported by a surface

Proceedings of the NSF Summer Research Conference (Mt. Holyoke 2002); AMS "Contemporary Mathematics" Series, vol. 339, Providence, R.I., 2003; pp. 25-36 [mp_arc 03-17; math-ph/0301021]

Absolute continuity in periodic thin tubes and strongly coupled leaky wires

Lett. Math. Phys.

Leaky quantum graphs: approximations by point interaction Hamiltonians

J. Phys.

Eigenvalue asymptotics for the Schroedinger operator with a delta-interaction on a punctured surface

Lett. Math. Phys.

Magnetic layers with periodic point perturbations

Rep. Math. Phys.

Large gaps in point-coupled periodic systems of manifolds

J. Phys.

Extended standard map with spatio-temporal asymmetry

J. Phys. Soc. Japan,

Persistent currents due to point obstacles

Phys. Lett.

Bound states due to a strong delta interaction supported by a curved surface

J. Phys.

Multiple bound states in scissor-shaped waveguides

Phys. Rev.

Geometric coupling thresholds in a two-dimensional strip

J. Math. Phys.

Curvature-induced bound states for a delta interaction supported by a curve in R^3

Ann. H. Poincare

Persistent currents for 2D Schroedinger operator with a strong delta-interaction on a loop

J. Phys.

Generalised boundary conditions for the Aharonov-Bohm effect combined with a homogeneous magnetic field

J. Math. Phys.

Quantum mechanics of layers with a finite number of point perturbations

J. Math. Phys.

Asymptotics of eigenvalues of the Schroedinger operator with a strong delta-interaction on a loop

J. Geom. Phys.

Band gap of the Schroedinger operator with a strong delta-interaction on a periodic curve

Ann. H. Poincare

Bound states in point-interaction star graphs

J. Phys.

Magnetic transport in a straight parabolic channel

J. Phys.

Bound states in mildly curved layers

J. Phys.

Bound states in curved quantum layers

Commun. Math. Phys.

Potential approximations to delta': an inverse Klauder phenomenon with norm-resolvent convergence

Commun. Math. Phys.

Geometrically induced spectrum in curved leaky wires

J. Phys.

Bound states of infinite curved polymer chains

Lett. Math. Phys.

Avoided crossings in mesoscopic systems: electron propagation on a non-uniform magnetic cylinder

J. Math. Phys.

Bound states in weakly deformed strips and layers

Ann. H. Poincare

A single-mode quantum transport in serial-structure geometric scatterers

J. Math. Phys.

Lieb-Thirring inequalities on trapped modes in quantum wires

Proceedings of the XIII International Congress on Mathematical Physics (London 2000), International Press of Boston, 2001; pp.437-443 [mp_arc 00-336]

Geometric phase related to point-interaction transport on a magnetic Lobachevsky plane

Lett. Math. Phys.

Resonances from perturbed symmetry in open quantum dots

Rep. Math. Phys.

Two-component interference effect: model of a spin-polarized transport

Phys. Rev. Lett.

Waveguides coupled through a semitransparent barrier: a Birman-Schwinger analysis

Rev. Math. Phys.

Berry phase for a potential well transported in a homogeneous magnetic field

Phys. Lett.

Wave function shredding by sparse quantum barriers

Phys. Lett.

Berry phase in magnetic systems with point interactions

J. Geom. Phys.

Magnetic strip waveguides

J. Phys.

Some properties of the one-dimensional generalized point interactions (a torso)

[mp_arc 99-390; math-ph/9910029]

Locally curved quantum layers

Ukrainian J. Phys.,

Anomalous Pauli electron states for magnetic fields with tails

Lett. Math. Phys.

Point interaction in a tube

in "Stochastic Processes: Physics and Geometry: New Interplayes II" (A volume in honor of S. Albeverio; F. Gesztesy et al., eds.); CMS Conference Proceedings, vol.29, Providence, R.I. 2000; pp. 165-174.

[mp_arc 99-301; math-ph/9908017]

Edge currents in the absence of edges

Phys. Lett.

Quantum waveguides with a lateral semitransparent barrier: spectral and scattering properties

J. Phys.

Anomalous electron trapping by localized magnetic fields

J. Phys.

On the number of particles that a curved quantum waveguide can bind

J. Math. Phys.

Optimal eigenvalues for some Laplacians and Schroedinger operators depending on curvature

Proceedings of QMath7 (Prague 1998); Birkhauser series "Operator Theory: Advances and Applications"; pp. 47-58 [mp_arc 99-32; math-ph/9901022]

Anomalous electron trapping by magnetic flux tubes and electric current vortices

Proceedings of QMath7 (Prague 1998); Birkhauser series "Operator Theory: Advances and Applications"; pp. 191-196 [mp_arc 98-729; math-ph/9810016]

Stability of driven systems with growing gaps. Quantum rings and Wannier ladders

J. Stat. Phys.

Probability current tornado loops in three-dimensional scattering

Phys. Lett.

Electron trapping by a current vortex

J. Phys.

Strength of topologically induced magnetic moments in a quantum device

Phys. Rev. Lett.

Exponential bounds on curvature-induced resonances in a two-dimensional Dirichlet tube

Helv. Phys. Acta

Evanescent modes in multiple scattering factorization

Czech. J. Phys

A mechanism of porous silicon luminiscence

Phys. Rev.

Bound-state asymptotic estimates for window-coupled Dirichlet strips and layers

J. Phys

Stark-Wannier Hamiltonians with pure point spectrum

Proceedings of the Conference on Partial Differential Equations (Potsdam 1996), Akademie Verlag, Berlin 1997; pp. 10-25

A duality between Schroedinger operators on graphs and certain Jacobi matrices

Ann. Inst. H. Poincare

Resonance statistics in a microwave cavity with a thin antenna

Phys. Lett.

Magnetoresonances on a lasso graph

Found. Phys.

Bounds states in a locally deformed waveguide: the critical case

Lett. Math. Phys.

Point interactions in dimension two and three as models of small scatterers

Phys. Lett.

Point interactions in a strip

Ann. Phys.

Asymptotic estimates for bound states in quantum waveguides coupled laterally through a narrow window

Ann. Inst. H. Poincare

Weakly coupled states on branching graphs

Lett. Math. Phys.

Bound states and scattering in quantum waveguides coupled laterally through a boundary window

J. Math. Phys.

Band spectra of rectangular graph superlattices

Phys. Rev.

Contact interactions on graph superlattices

J. Phys.

Resonances at bends of a two-dimensional quantum waveguide

in Proceedings of the Conference on Stochastic Processes, Physics and Geometry (Locarno 1991); World Scientific, Singapore 1995; pp. 199-208.

A quantum pipette

J. Phys.

The absence of the absolutely continuous spectrum for delta' Wannier-Stark ladders

J. Math. Phys.

Lattice Kronig-Penney models

Phys. Rev. Lett.

Curvature-induced resonances in a two-dimensional Dirichlet tube

Ann. Inst. H. Poincare

Curvature-induced bound states in quantum waveguides in two and three dimensions

Rev. Math. Phys.

A Fermi-type rule for contact embedded-eigenvalue perturbations

in Proceedings of the Conference on Mathematical Results in Quantum Mechanics (Blossin 1993); Birkhauser Verlag, Basel 1994; pp. 79-87

A one-band model for a weakly coupled quantum-wire resonator

Phys. Rev.

Appendix resonances on a simple graph

J. Phys.

A mathematical model of heavy-quarkonia mesonic decays

Ann. Phys.

Schroedinger operators with singular interactions

J. Math. Anal. Appl.

Periodic Schroedinger operators with large gaps and Wannier-Stark ladders

Phys. Rev. Lett.

A twisted Landau gauge

Phys. Lett.

Bound states in quantum waveguides of a slowly decaying curvature

J. Math. Phys.

Models of K-capture decay: stochastic vs. quantum mechanics

in Proceedings of the Conference on Stochastic and Quantum Mechanics (Swansea 1990); World Scientific, Singapore 1992; pp. 130-150 [text]

Schroedinger operators on unusual manifolds

in "Ideas and Methods in Quantum and Statistical Physics", R. Hoegh-Krohn's Memorial, vol.

Dirac Hamiltonian with Coulomb potential and spherically symmetric shell contact interaction

J. Math. Phys.

Quantum waveguides: energy bounds and critical thickness

in Proceedings of the Conference on Rigorous Results in Quantum Dynamics (Liblice 1990); World Scientific, Singapore 1991; pp. 125-142

Spectral properties of bent quantum wires

in Proceedings of the Summer School on Recent Developments in Quantum Mechanics (Poiana Brasov 1989), Kluwer, Dordrecht 1991; pp. 257-264

A solvable model of two-channel scattering

Helv. Phys. Acta

Curvature vs. thickness in quantum waveguides

Czech. J. Phys.

Dirac Hamiltonian with Coulomb potential and contact interaction on the sphere

in Proceedings of the Workshop on Order, Disorder and Chaos in Quantum Systems (Dubna 1989), Integral Equations and Operator Theory, vol.

Bound states and resonances in quantum wires

in Proceedings of the Workshop on Order, Disorder and Chaos in Quantum Systems (Dubna 1989), Integral Equations and Operator Theory, vol.

Lower bounds to bound state energies in bent tubes

Phys. Lett.

Semiconductor edges can bind electrons

Phys. Lett.

A model of resonance scattering on curved quantum wires

Annalen der Physik

Trapping modes in a curved electromagnetic waveguide with perfectly conducting walls

Phys. Lett.

Electrons in semiconductor microstructures: a challenge to operator theorists

in Proceedings of the Workshop on Schroedinger Operators, Standard and Nonstandard (Dubna 1988), World Scientific, Singapore 1989; pp. 79-100

Dirac Hamiltonian with contact interaction on a sphere

in Proceedings of the Workshop on Schroedinger Operators, Standard and Nonstandard (Dubna 1988), World Scientific, Singapore 1989; pp. 133-147

Bound states in classical and quantum waveguides

in Proceedings of the Symposium on Partial Differential Equations (Holzhau 1988), Teubner Texte zur Mathematik, Band

Quantum waveguides modelled by graphs

in Proceedings of the 24th Winter School on Stochastic Methods in Mathematics and Physics (Karpacz 1988), World Scientific, Singapore 1989; pp. 375-384

Quantum junctions and the selfadjoint-extension theory

in Proceedings of the Workshop on Applications of Self-Adjoint Extensions in Quantum Physics (Dubna 1987); Lecture Notes in Physics, vol.

Quantum waveguides

in Proceedings of the Workshop on Applications of Self-Adjoint Extensions in Quantum Physics (Dubna 1987); Lecture Notes in Physics, vol.

Free quantum motion on a branching graph

Rep. Math. Phys.

Dirac operators with a spherically symmetric delta-shell interaction

J. Math. Phys.

One more theorem on the short-time regeneration rate

J. Math. Phys.

Bound states in curved quantum waveguides

J. Math. Phys.

Resonances in curved quantum wires

Phys. Lett.

On existence of a bound state in an L-shaped waveguide

Czech. J. Phys.

A non-relativistic model of two-particle decay, IV. Relation to the scattering theory, spectral concentration and bound states

Czech. J. Phys.

Quantum interference on graphs controlled by an external electric field

J. Phys.

A non-relativistic model of two-particle decay, III. The pole approximation

Czech. J. Phys.

A simple model of thin film point contact in two and three dimensions

Czech. J. Phys.

A new type of quantum interference transistor

Phys. Lett.

Quantum-mechanical splitters: how one should understand them?

Phys. Lett.

Mathematical models of quantum point-contact spectroscopy

Czech. J. Phys.

A non-relativistic model of two-particle decay, II. Reduced resolvent

Czech. J. Phys.

A non-relativistic model of two-particle decay, I. Galilean invariance

Czech. J. Phys.

Quantum motion on a halfline connected to a plane

J. Math. Phys.

Quantum motion on two planes connected at one point

Lett. Math. Phys.

Nonexistence of finite-energy solutions in some gauge models

Czech. J. Phys.

Open quantum systems and Feynman integrals: some problems

Czech. J. Phys.

Proton decay cannot be suppressed kinematically

Phys. Rev.

Tunneling through a singular potential barrier

J. Math. Phys.

On a complete set of irreducible highest-weight representations for sl(3,C)

Czech. J. Phys.

Unstable quantum systems and Feynman integrals

Sov. J. Phys. Elem. Part. Atom. Nucl.

Some simple conditions on bound states of Schroedinger operators in dimension d larger or equal to three

Czech. J. Phys.

On the "kinematical fragmentation" in proton decay

Czech. J. Phys.

Generalized Bargmann inequalities

Rep. Math. Phys.

Representations of the Poincare group associated with unstable particles

Phys. Rev.

On the optical approximation in two-channel systems

J. Math. Phys.

Complex-potential description of the damped harmonic oscillator

J. Math. Phys.

Complex potentials and rigorous Feynman integrals

in Proceedings of the International Symposium on Selected Topics in Quantum Field Theory and Mathematical Physics (Bechyne 1981); Czech. J. Phys.

On the "Feynman paths"

Lett.Math.Phys.

Polygonal-path approximations on path spaces of quantum-mechanical systems

Int. J. Theor. Phys.

Uniform product formulae with application to the Feynman-Nelson integral for open systems

Lett. Math. Phys.

Boson-fermion representations of Lie superalgebras: an example of osp(1,2)

J. Math. Phys.

Path-integral expression of dissipative dynamics

Phys. Lett.

Feynman maps without improper integrals

Czech. J. Phys.

On Hilbert spaces of paths

Czech. J. Phys.

A complete set of irreducible highest-weight representations for sl(3,C)

Czech. J. Phys.

Highest-weight representations of sl(2,C) and sl(3,C) via canonical realizations

Czech. J. Phys.

Highest-weight representations of the sl(n+1,C) Lie algebras: maximal representations

J. Phys.

Bounded-energy approximation to an unstable quantum system

Rep. Math. Phys.

Quantum-mechanical pseudo-Hamiltonians

Czech. J. Phys.

Matrix canonical realizations of the Lie algebra o(m,n), II. Casimir operators

Czech. J. Phys.

Remarks on tensor products and their applications in quantum theory, II. Spectral properties

Acta Univ. Carolinae, Math. Phys.

Remarks on tensor products and their applications in quantum theory, I. General considerations

Acta Univ. Carolinae, Math. Phys.

Corrections to the exponential decay law: are they observable?

Czech. J. Phys.

Unstable systems and repeated measurements, III. Example (homogeneous chamber), conjecture for the general case and discussion

Czech. J. Phys.

Unstable systems and repeated measurements, II. Examples (exponential primary decay law, idealized spark chamber)

Czech. J. Phys.

Unstable systems and repeated measurements, I. General considerations

Czech. J. Phys.

Canonical realizations of classical Lie algebras

Czech. J. Phys.

Remark on the energy spectrum of a decaying system

Commun. Math. Phys.

Remark on the decay of a mixed state

Czech. J. Phys.

Matrix canonical realizations of the Lie algebra o(m,n), I. Basic formulae and classification

Ann. Inst. H. Poincare

On the minimal canonical realization of the Lie algebra O

Ann. Inst. H. Poincare

Remarks on two-component equations for massive leptons

Physica Scripta

Note on the description of an unstable system

Czech. J. Phys.

Inelastic

Nucl. Phys.

On S-transformation in the strong coupling theory

Czech. J. Phys.

Back to the main page

Last update: September 13, 2016