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PreviewIssue DateTitleAuthor(s)
1988AN ADIABATIC REVERSIBLE PROCESSRECHTMAN, R
1980ALTERNATIVE FORM OF THE HYDROGENIC WAVE-FUNCTIONS FOR AN EXTENDED, UNIFORMLY CHARGED NUCLEUSLEYKOO, E; CASTANO, E; FINOTELLO, D; NAHMADACHAR, E; ULLOA, S
2005A canonical treatment of some systems with frictionJimenez, JL; del Valle, G; Campos, I
2003Canonical treatment of the rocket with friction linear in the velocityCampos, I; Jimenez, JL; del Valle, G
2007Comment on "Quantum mechanics of the 1/x(2) potential," by Andrew M. Essin and David J. Griffiths [Am. J. Phys. 74 (2), 109-117 (2006)]Cisneros, C; Martínez-y-Romero, RP; Nunez-Yepez, HN; Salas-Brito, AL
2002Comment on "The Bertrand theorem revisited," by Y. Zarmi [Am. J. Phys. 70, 446-449 (2002)]Martínez-y-Romero, RP; Nunez-Yepez, HN; Salas-Brito, AL
1999Comment on "The harmonic oscillator propagator," by Barry R. Holstein [Am. J-Phys. 66 (7), 583-589 (1998)]Chaos, FU; Chaos, L
1987A CRITICAL-EXAMINATION OF THE ABRAHAM-LORENTZ EQUATION FOR A RADIATING CHARGED-PARTICLECAMPOS, I; Jiménez, JL
1978DERIVATION OF PERTURBATION FORMULAS FOR ENERGY IN QUANTUM-MECHANICSGOTTDIENER, L
1987EFFECT OF THE BOUNDARY-CONDITIONS ON THE ACCURACY OF PERTURBATION-THEORYCORONADO, M; DOMINGUEZ, N; FLORES, J; DELAPORTILLA, C
2010The electron propagator in external electromagnetic fields in low dimensionsMurguia, G; Raya, A; Reyes, E; Sánchez, A
1989ENERGY-BALANCE AND THE ABRAHAM-LORENTZ EQUATIONCAMPOS, I; Jiménez, JL
1985FOURIER-ANALYSIS FOR VIBRATING STRINGS PROFILE USING OPTICAL-DETECTIONSANDOVAL, JL; PORTA, AV
1989A FURTHER CANONICAL STUDY OF THE DAMPED LINEAR-OSCILLATORROSALES, MA; Jiménez, JL; Aresdeparga, G
2010Generalizing a study of a rotating rod carrying a collarCampos, I; Del Valle, G; Jimenez, JL; Hernández, MG
1997An inexpensive and easy experiment to measure the electrical resistance of high-T-c superconductors as a function of temperatureLeon-Rossano, LM
2010Jarzynski's equality illustrated by simple examplesHijar, H; de Zarate, JMO
1994JEFIMENKOS FORMULAS WITH MAGNETIC MONOPOLES AND THE LIENARD-WIECHERT FIELDS OF A DUAL-CHARGED PARTICLEHERAS, JA
1983LADDER OPERATORS IN THE MORSE POTENTIAL OBTAINED FROM A RELATED HARMONIC-OSCILLATORMONTEMAYOR, R; URRUTIA, L
1986LIQUID-DROP COLLIDER TO SIMULATE NUCLEAR-REACTIONSMENCHACAROCHA, A; BRANDAN, ME; GUTIERREZ, M; LABBE, R
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