[1] BOPP FRITZ.Eine Lineare Theorie des Elektrons[J].Annalen der Physik,1940,430(5):345-384.
[2] PODOLSKY BORIS.A Generalized Electrodynamics Part I—Non-Quantum[J].Physical Review,1942,62(1/2):68.
[3] MIE G.Grundlagen Einer Theorie der Materie[J].Annalen der Physik,1912,344(11):1-40.
[4] D'AVENIA PIETRO,SICILIANO GAETANO.Nonlinear Schrdinger Equation in the Bopp-Podolsky Electrodynamics:Solutions in the Electrostatic Case[J].Journal of Differential Equations,2019,267(2):1025-1065.
[5] BERTIN M C,PIMENTEL B M,VALCRCAL C E,et al.Hamilton-Jacobi Formalism for Podolsky's Electromagnetic Theory on the Null-Plane[J].Journal of Mathematical Physics,2017,58(8):082902.DOI:10.1063/1.4999846.
[6] BONIN C A,PINENTEL B M,ORYEGA P H.Multipole Expansion in Generalized Electrodynamics[J].International Journal of Modern Physics A,2019,34(24):195013.DOI:10.1142/S0217751X19501343.
[7] BUFALO R,PIMENTEL B M,SOTO D E.Causal Approach for the Electron-Positron Scattering in Generalized Quantum Electrodynamics[J].Physical Review D,2014,90(8):085012.DOI:10.1103/PhysRevD.90.085012.
[8] BUFALO R,PIMENTEL B M,SOTO D E.Normalizability Analysis of the Generalized Quantum Electrodynamics from the Causal Point of View[J].International Journal of Modern Physics A,2017,32(27):1750165.DOI:10.1142/S0217751X17501652.
[9] CUZINATTO R R,DE MELO C A M,MEDEIROS L G,et al.Bopp-Podolsky Black Holes and the No-Hair Theorem[J].The European Physical Journal C,2018,78:1-9.
[10] CUZINATTO R R,DE MORAIS E M,MEDEIROS L G,et al.De Broglie-Proca and Bopp-Podolsky Massive Photon Gases in Cosmology[J].Europhysics Letters,2017,118(1):19001.DOI:10.1209/0295-5075/118/19001.
[11] ALVES CLAUDIANOR O,SOUTO MARCO A S.Existence of Solutions for a Class of Nonlinear Schrdinger Equations with Potential Vanishing at Infinity[J].Journal of Differential Equations,2013,254(4):1977-1991.
[12] SHAO Liuyang.Non-Trivial Solutions for Schrdinger-Poisson Systems Involving Critical Nonlocal Term and Potential Vanishing at Infinity[J].Open Mathematics,2019,17(1):1156-1167.
[13] COSTA A C R,MIYAGAKI O H,PEREIRA F R.On a Nonlocal Elliptic System of Hardy-Kirchhoff Type with Critical Exponents[J].Mathematical Methods in the Applied Sciences,2023,46(1):798-810.
[14] LI Lin,PUCCI P,TANG Xianhua.Ground State Solutions for the Nonlinear Schrdinger-Bopp-Podolsky System with Critical Sobolev Exponent[J].Advanced Nonlinear Studies,2020,20(3):511-538.
|
