E. Galapon

发表

Mixtures of maximally entangled pure states

Marvin Flores, E. Galapon, 2016 .

Pauli's theorem and quantum canonical pairs: the consistency of a bounded, self–adjoint time operator canonically conjugate to a Hamiltonian with non–empty point spectrum

E. Galapon, 1999, Proceedings of the Royal Society of London. Series A: Mathematical, Physical and Engineering Sciences.

Theory of quantum arrival and spatial wave function collapse on the appearance of particle

E. Galapon, 2009, Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences.

Only above barrier energy components contribute to barrier traversal time.

E. Galapon, 2012, Physical review letters.

Quantum corrections to the Weyl quantization of the classical time of arrival

E. Galapon, D. A. L. Pablico, Dean Alvin L. Pablico, 2022, The European Physical Journal Plus.

Relativistic free motion time of arrival operator for massive spin-0 particles with positive energy

E. Galapon, P. C. Flores, 2022, 2203.00898.

Pauli's theorem and quantum canonical pairs: the consistency of a bounded, self–adjoint time operator canonically conjugate to a Hamiltonian with non–empty point spectrum

E. Galapon, 1999, Proceedings of the Royal Society of London. Series A: Mathematical, Physical and Engineering Sciences.

Shouldn't there be an antithesis to quantization?

E. Galapon, 2002, quant-ph/0207044.

Self–adjoint time operator is the rule for discrete semi–bounded Hamiltonians

E. Galapon, 2001, Proceedings of the Royal Society of London. Series A: Mathematical, Physical and Engineering Sciences.

Quantum free-fall motion and quantum violation of the weak equivalence principle

E. Galapon, P. C. Flores, 2018, Physical Review A.

What could have we been missing while Pauli's Theorem was in force?

E. Galapon, 2003, quant-ph/0303106.

Quantum-classical correspondence of dynamical observables, quantization, and the time of arrival correspondence problem

E. Galapon, 2000, quant-ph/0009029.

Regularized Limit, Analytic Continuation and Finite-part Integration

Eric A. Galapon, E. Galapon, 2021, Analysis and Applications.

Finite-part integral representation of the Riemann zeta function at odd positive integers and consequent representations

E. Galapon, 2022, 2203.11342.

Finite-part integration in the presence of competing singularities: Transformation equations for the hypergeometric functions arising from finite-part integration

E. Galapon, L. Villanueva, 2020, 2012.01943.

Finite-Part Integration of the Generalized Stieltjes Transform and its dominant asymptotic behavior for small values of the parameter Part I: Integer orders

E. Galapon, C. D. Tica, Christian D. Tica, 2017, 1703.07979.

Integration by divergent integrals: Calculus of divergent integrals in term by term integration.

E. Galapon, 2017, 1709.08173.

The problem of missing terms in term by term integration involving divergent integrals

E. Galapon, 2016, Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences.

Exactification of the Poincaré asymptotic expansion of the Hankel integral: spectacularly accurate asymptotic expansions and non-asymptotic scales

E. Galapon, K. M. Martinez, 2014, Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences.

Delta-convergent sequences that vanish at the support of the limit Dirac delta function

Eric A. Galapon, E. Galapon, 2009 .

Continuation of the Stieltjes series to the large regime by finite-part integration

E. Galapon, Christian D. Tica, 2023, Proceedings of the Royal Society A.

Transition from discrete to continuous time-of-arrival distribution for a quantum particle

J. G. Muga, F. Delgado, E. Galapon, 2005, quant-ph/0510081.

Quantum first time-of-arrival operators

E. Galapon, A. Villanueva, 2008 .

Synchronizing quantum and classical clocks made of quantum particles

E. Galapon, P. C. Flores, R. F. Caballar, 2015, 1512.05034.

Particle detection and non-detection in a quantum time of arrival measurement

E. Galapon, Denny Lane B. Sombillo, 2016 .

Quantum wave-packet size effects on neutron time-of-flight spectroscopy

E. Galapon, 2009 .

APPLICATION OF CLENSHAW–CURTIS METHOD IN CONFINED TIME OF ARRIVAL OPERATOR EIGENVALUE PROBLEM

Roberto S. Vitancol, E. Galapon, 2008 .

Theory of Quantum First Time of Arrival via Spatial Confinement I:. Confined Time of Arrival Operators for Continuous Potentials

E. Galapon, 2006 .

Confined quantum time of arrival for the vanishing potential (17 pages)

E. Galapon, R. F. Caballar, Ricardo T. Bahague, 2005, quant-ph/0512096.

Effect of Spin Dimensionality in the Fidelity of Spin Chain Quantum Communication

E. Galapon, Art Graeson Briones Dumigpe, 2017 .

Regularized Limit, Analytic Continuation and Finite-part Integration

E. Galapon, 2021, Analysis and Applications.

Finite-part integration of the generalized Stieltjes transform and its dominant asymptotic behavior for small values of the parameter. II. Non-integer orders

E. Galapon, Christian D. Tica, 2017, Journal of Mathematical Physics.

The Cauchy principal value and the Hadamard finite part integral as values of absolutely convergent integrals

E. Galapon, 2015, 1512.01323.

Post Pauli’s Theorem Emerging Perspective on Time in Quantum Mechanics

E. Galapon, 2009 .

Two qubit entanglement preservation through the addition of qubits

Eric A. Galapon, Marvin Flores, E. Galapon, 2015 .

Quantum traversal time across a potential well

E. Galapon, D. A. L. Pablico, Dean Alvin L. Pablico, 2019, Physical Review A.

Quantized relativistic time-of-arrival operators for spin-0 particles and the quantum tunneling time problem

E. Galapon, P. C. Flores, 2022, The European Physical Journal Plus.

Exact decoherence brought by one internal degree of freedom: von Neumann equation approach and examples

E. Galapon, John Paul A. Besagas, J. C. L. Lima, 2018, International Journal of Modern Physics B.

Finite-Part Integration of the Hilbert Transform

E. Galapon, P. J. Blancas, 2022, 2210.14462.

Quantizations of the classical time of arrival and their dynamics

E. Galapon, J. J. P. Magadan, 2018, Annals of Physics.

The Bender-Dunne basis operators as Hilbert space operators

E. Galapon, J. Bunao, 2014, 1509.00340.

1 S ep 2 01 5 The Bender-Dunne basis operators as Hilbert space operators

E. Galapon, J. Bunao, 2022 .

Confined quantum time of arrivals.

E. Galapon, R. F. Caballar, Ricardo T. Bahague, 2003, Physical review letters.

Characterizing multiple solutions to the time–energy canonical commutation relation via quantum dynamics

E. Galapon, R. F. Caballar, 2009, 1005.2870.

Exact evaluation and extrapolation of the divergent expansion for the Heisenberg-Euler Lagrangian I: Alternating Case

E. Galapon, Christian D. Tica, 2023, 2310.08199.