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Author ID: hernandez.anabel Recent zbMATH articles by "Hernandez, Anabel"
Published as: Hernandez, Anabel
Documents Indexed: 35 Publications since 1990
Co-Authors: 5 Co-Authors with 1 Joint Publication
15 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

24 Publications have been cited 5 times in 5 Documents Cited by Year
Some approximations of fractional order operators used in control theory and applications. Zbl 1111.93302
Vinagre, B. M.; Podlubny, I.; Hernández, A.; Feliu, V.
98
2000
Application of the homotopy perturbation method to the nonlinear pendulum. Zbl 1119.70017
Beléndez, A.; Hernández, A.; Beléndez, T.; Neipp, C.; Márquez, A.
42
2007
Weighted binary relations involving the Drazin inverse. Zbl 1338.15012
Hernández, A.; Lattanzi, M.; Thome, N.
24
2015
On some new pre-orders defined by weighted Drazin inverses. Zbl 1410.15006
Hernández, A.; Lattanzi, M.; Thome, N.
24
2016
Time series clustering based on forecast densities. Zbl 1157.62484
Alonso, A. M.; Berrendero, J. R.; Hernández, A.; Justel, A.
23
2006
Solution for an anti-symmetric quadratic nonlinear oscillator by a modified He’s homotopy perturbation method. Zbl 1154.65349
Beléndez, A.; Pascual, C.; Beléndez, T.; Hernández, A.
21
2009
Competitive equilibria for infinite-horizon economies with incomplete markets. Zbl 0868.90021
Hernández D., Alejandro; Santos, Manuel S.
19
1996
Measuring sensitivity in a bonus-malus system. Zbl 1037.62110
Gómez, E.; Hernández, A.; Pérez, J. M.; Vázquez-Polo, F. J.
13
2002
Application of a modified rational harmonic balance method for a class of strongly nonlinear oscillators. Zbl 1223.34055
Beléndez, A.; Gimeno, E.; Álvarez, M. L.; Méndez, D. I.; Hernández, A.
12
2008
Rational harmonic balance based method for conservative nonlinear oscillators: application to the Duffing equation. Zbl 1258.70039
Beléndez, A.; Gimeno, E.; Beléndez, T.; Hernández, A.
11
2009
Higher accuracy analytical approximations to a nonlinear oscillator with discontinuity by He’s homotopy perturbation method. Zbl 1220.70022
Beléndez, A.; Hernández, A.; Beléndez, T.; Neipp, C.; Márquez, A.
8
2008
Approximate solutions of a nonlinear oscillator typified as a mass attached to a stretched elastic wire by the homotopy perturbation method. Zbl 1197.65105
Beléndez, A.; Beléndez, T.; Neipp, C.; Hernández, A.; Álvarez, M. L.
7
2009
Comments on “Investigation of the properties of the period for the nonlinear oscillator \(\ddot x+(1+\dot x{}^2)x=0\)”. Zbl 1242.34056
Beléndez, A.; Beléndez, T.; Hernández, A.; Gallego, S.; Ortuño, M.; Neipp, C.
6
2007
Higher order analytical approximate solutions to the nonlinear pendulum by He’s homotopy method. Zbl 1201.70018
Beléndez, A.; Pascual, C.; Álvarez, M. L.; Méndez, D. I.; Yebra, M. S.; Hernández, A.
5
2009
Quasipolynomials and maximal coefficients of Gaussian polynomials. Zbl 1456.11194
Castillo, Angelica; Flores, Stephanie; Hernandez, Anabel; Kronholm, Brandt; Larsen, Acadia; Martinez, Arturo
5
2019
Asymptotic representations of the period for the nonlinear oscillator. (Asymptotic representations of the period for the nonlinear oscillator \(\ddot x+(1+\dot x^2)x=0\).) Zbl 1241.70031
Beléndez, A.; Hernández, A.; Beléndez, T.; Neipp, C.; Márquez, A.
4
2007
Linear momentum density in quasistatic electromagnetic systems. Zbl 1071.78007
Aguirregabiria, J. M.; Hernández, A.; Rivas, M.
3
2004
Totally disconnected Julia set for different classes of meromorphic functions. Zbl 1333.37023
Domínguez, P.; Hernández, A.; Sienra, G.
3
2014
Law of inertia, clock synchronization, speed limit and Lorentz transformations. Zbl 07684248
Aguirregabiria, J. M.; Hernández, A.; Rivas, M.
3
2020
Effect of pressure-dependent viscosity on the exiting sheet thickness in the calendering of Newtonian fluids. Zbl 1438.76015
Hernández, A.; Arcos, J.; Méndez, F.; Bautista, O.
3
2013
Erratum to “Asymptotic representations of the period for the nonlinear oscillator \(\ddot x+(1+\dot x^2)x=0\)”. Zbl 1242.70040
Beléndez, A.; Hernández, A.; Beléndez, T.; Neipp, C.; Márquez, A.
2
2007
Maxwell’s equations and Lorentz transformations. Zbl 1521.83002
Aguirregabiria, J. M.; Hernández, A.; Rivas, M.
2
2022
An analysis of the classical Doppler effect. Zbl 1108.76355
Neipp, C.; Hernández, A.; Rodes, J. J.; Márquez, A.; Beléndez, T.; Beléndez, A.
1
2003
A quantum subgroup depth. Zbl 1389.16061
Hernandez, A.; Kadison, L.; Lopes, S. A.
1
2017
Maxwell’s equations and Lorentz transformations. Zbl 1521.83002
Aguirregabiria, J. M.; Hernández, A.; Rivas, M.
2
2022
Law of inertia, clock synchronization, speed limit and Lorentz transformations. Zbl 07684248
Aguirregabiria, J. M.; Hernández, A.; Rivas, M.
3
2020
Quasipolynomials and maximal coefficients of Gaussian polynomials. Zbl 1456.11194
Castillo, Angelica; Flores, Stephanie; Hernandez, Anabel; Kronholm, Brandt; Larsen, Acadia; Martinez, Arturo
5
2019
A quantum subgroup depth. Zbl 1389.16061
Hernandez, A.; Kadison, L.; Lopes, S. A.
1
2017
On some new pre-orders defined by weighted Drazin inverses. Zbl 1410.15006
Hernández, A.; Lattanzi, M.; Thome, N.
24
2016
Weighted binary relations involving the Drazin inverse. Zbl 1338.15012
Hernández, A.; Lattanzi, M.; Thome, N.
24
2015
Totally disconnected Julia set for different classes of meromorphic functions. Zbl 1333.37023
Domínguez, P.; Hernández, A.; Sienra, G.
3
2014
Effect of pressure-dependent viscosity on the exiting sheet thickness in the calendering of Newtonian fluids. Zbl 1438.76015
Hernández, A.; Arcos, J.; Méndez, F.; Bautista, O.
3
2013
Solution for an anti-symmetric quadratic nonlinear oscillator by a modified He’s homotopy perturbation method. Zbl 1154.65349
Beléndez, A.; Pascual, C.; Beléndez, T.; Hernández, A.
21
2009
Rational harmonic balance based method for conservative nonlinear oscillators: application to the Duffing equation. Zbl 1258.70039
Beléndez, A.; Gimeno, E.; Beléndez, T.; Hernández, A.
11
2009
Approximate solutions of a nonlinear oscillator typified as a mass attached to a stretched elastic wire by the homotopy perturbation method. Zbl 1197.65105
Beléndez, A.; Beléndez, T.; Neipp, C.; Hernández, A.; Álvarez, M. L.
7
2009
Higher order analytical approximate solutions to the nonlinear pendulum by He’s homotopy method. Zbl 1201.70018
Beléndez, A.; Pascual, C.; Álvarez, M. L.; Méndez, D. I.; Yebra, M. S.; Hernández, A.
5
2009
Application of a modified rational harmonic balance method for a class of strongly nonlinear oscillators. Zbl 1223.34055
Beléndez, A.; Gimeno, E.; Álvarez, M. L.; Méndez, D. I.; Hernández, A.
12
2008
Higher accuracy analytical approximations to a nonlinear oscillator with discontinuity by He’s homotopy perturbation method. Zbl 1220.70022
Beléndez, A.; Hernández, A.; Beléndez, T.; Neipp, C.; Márquez, A.
8
2008
Application of the homotopy perturbation method to the nonlinear pendulum. Zbl 1119.70017
Beléndez, A.; Hernández, A.; Beléndez, T.; Neipp, C.; Márquez, A.
42
2007
Comments on “Investigation of the properties of the period for the nonlinear oscillator \(\ddot x+(1+\dot x{}^2)x=0\)”. Zbl 1242.34056
Beléndez, A.; Beléndez, T.; Hernández, A.; Gallego, S.; Ortuño, M.; Neipp, C.
6
2007
Asymptotic representations of the period for the nonlinear oscillator. (Asymptotic representations of the period for the nonlinear oscillator \(\ddot x+(1+\dot x^2)x=0\).) Zbl 1241.70031
Beléndez, A.; Hernández, A.; Beléndez, T.; Neipp, C.; Márquez, A.
4
2007
Erratum to “Asymptotic representations of the period for the nonlinear oscillator \(\ddot x+(1+\dot x^2)x=0\)”. Zbl 1242.70040
Beléndez, A.; Hernández, A.; Beléndez, T.; Neipp, C.; Márquez, A.
2
2007
Time series clustering based on forecast densities. Zbl 1157.62484
Alonso, A. M.; Berrendero, J. R.; Hernández, A.; Justel, A.
23
2006
Linear momentum density in quasistatic electromagnetic systems. Zbl 1071.78007
Aguirregabiria, J. M.; Hernández, A.; Rivas, M.
3
2004
An analysis of the classical Doppler effect. Zbl 1108.76355
Neipp, C.; Hernández, A.; Rodes, J. J.; Márquez, A.; Beléndez, T.; Beléndez, A.
1
2003
Measuring sensitivity in a bonus-malus system. Zbl 1037.62110
Gómez, E.; Hernández, A.; Pérez, J. M.; Vázquez-Polo, F. J.
13
2002
Some approximations of fractional order operators used in control theory and applications. Zbl 1111.93302
Vinagre, B. M.; Podlubny, I.; Hernández, A.; Feliu, V.
98
2000
Competitive equilibria for infinite-horizon economies with incomplete markets. Zbl 0868.90021
Hernández D., Alejandro; Santos, Manuel S.
19
1996

Citations by Year