Go to publications from years:

1950-1959

  1. J. Plebański, Nonlinear electrodynamics and elementary laws, Bull. Acad. Polon. Sci. Cl. III, I, 34 (1953).
  2. J. Plebański, Prawo elementarne I elekrodynamika nieliniowa, in Materiały z Konferencji Fizyków w Spale, 311 (1953) (in Polish).
  3. J. Plebański, On proofs of uniqueness for some hyperbolic differential equations of theoretical physics, Acta Phys. Polon. XII, 230 (1953) (in German).
  4. L. Infeld and J. Plebański, Electrodynamics without potentials I, Proc. Roy. Soc. A222, 224 (1954) (Presented by P.A.M. Dirac).
  5. L. Infeld and J. Plebański, Electrodynamics without potentials II, Acta Phys. Polon. XII, 124 (1954).
  6. J. Plebański, D. Bohm’s laws concerning interpretation of quantum theory with the use of hidden parameters, in Materiały z Konferencji Fizyków w Spale (PWN, Warszawa, 1954) pp. 73-76 (in Polish).
  7. J. Plebański, Supplement to L. Infeld’s lecture on electrodynamics without potentials, in Materiały z Konferencji Fizyków w Spale (PWN, Warszawa, 1954) pp. 302-304 (in Polish).
  8. J. Plebański, Elementary law and nonlinear electrodynamics, in Materiały z Konferencji Fizyków w Spale (PWN, Warszawa, 1954) pp. 311-313 (in Polish).
  9. L. Infeld and J. Plebański, Electrodynamics without potentials, Proc. Roy. Soc. (England) A222, 224 (1954).
  10. J. Plebański, Classical properties of oscillator wave packets, Bull. Acad. Polon. Sci. Cl.III, II, 213 (1954).
  11. J. Plebański, On the possibility of causal interpretation of quantum mechanics, Nauka Polska 4, 85 (1954) (in Polish).
  12. J. Plebański and J. Werle, On interpretations of quantum mechanics, Myśl Filozoficzna 2, 39 (1954) (in Polish).
  13. J. Plebański, On certain wave-packets, Acta Phys. Polon. XIV, 275 (1955).
  14. R. Gajewski and J. Plebański, On materialistic contents of Albert Einstein’s physics, Myśl Filozoficzna 5-6, 32 (1955) (in Polish).
  15. L. Infeld and J. Plebański, On a certain class of unitary transformations, Acta Phys. Polon. XIV, 41 (1955).
  16. L. Infeld and J. Plebański, Unitary transformations and spinor calculus, Bull. Acad. Polon. Sci. Cl. III, III, 95 (1955).
  17. R. Kulikowski and J. Plebański, The optimum frequency characteristics of dynamic linear circuits, Archiwum Elektrotechniki, IV, 347 (1955) (in Polish).
  18. R. Kulikowski and J. Plebaliski, Minimum stochastic signal distortions in low noise level circuits, Archiwum Elektrotechniki, IV, 435 (1955) (in Polish).
  19. R. Kulikowski and J. Plebański, Optimum characteristics of linear pulse systems, Bull. Acad. Polon. Sci. Cl.IV, III, 23 (1955).
  20. J. Plebański and J. Sawicki, Remarks on the relativistic two-body problem in the classical scalar meson field theory, Acta Phys. Polon. XIV , 455 (1955).
  21. J. Plebański, Wave functions of a harmonic oscillator, Phys. Rev. 101, 1825 (1956).
  22. L. Infeld and J. Plebański, On an operational method of solving the Klein-Gordon equation, Bull. Acad. Polon. Sci. Cl.III, IV, 215 (1956).
  23. L. Infeld and J. Plebański, A simple derivation of the equations of motion in classical electrodynamics, Bull. Acad. Polon. Sci. Cl.III, IV, 347 (1956).
  24. L. Infeld and J. Plebański, On modified Dirac 8-functions, Bull. Acad. Polon. Sci. Cl.III, IV, 687 (1956).
  25. L. Infeld and J. Plebański, On a covariant formulation of the equations of motion, Bull. Acad. Polon. Sci. Cl.III, IV, 757 (1956).
  26. L. Infeld and J. Plebański, On the “dipole procedure” in general relativity theory, Bull. Acad. Polon. Sci. Cl. III, IV, 763 (1956).
  27. L. Infeld and J. Plebański, Expansion of singular functions associated with Klein-Gordon equation, Acta Phys. Polon. XV, 207 (1956).
  28. K. Bochenek and J. Plebański, On a certain optical interpretation of the Helmholtz equation, Bull. Acad. Polon. Sci. Cl.IV, IV, 179 (1956).
  29. 1956XXe1 K. Bochenek and J. Plebański, On methods of microwave optics, Archiwum Elektrotechniki , V, 293 (1956) (in Polish).
  30. L. Infeld and J. Plebański, On a further modification of Dirac’s δ-functions, Bull. Acad. Polon. Sci. Cl. III, V, 51 (1957).
  31. J. Plebański, On spin of τ-meson, Dok. Akad. Nauk SSSR, 118, 65 (1958) (in Russian).
  32. Thesis “Functional representation of the state vector in the quantum field theory”, (ph.D), thesis director Prof. W. Rubinowicz (1954).
  33. J. Plebański and S. Bażański, The general Fokker action principle and its application in general relativity theory, Acta Phys. Polon. XVIII,307 (1959).

1960-1969

  1. J. Plebański, Electromagnetic waves in gravitational fields, Phys. Rev. 118, 1396 (1960).
  2. H. M. Fried and J. Plebański, A remark on the theory of fermions with higher order derivatives, Il Nuovo Cimento 18, 884 (1960).
  3. B. Bertotti and J. Plebański, Theory of gravitational perturbations in the fast motion approximation, Ann. Phys. 11, 169 (1960).
  4. P. Havas and J. Plebański, Relativistic dynamics and Newtonian causality, Bull. Am. Phys. Soc. II 5, 433 (1960).
  5. L. Infeld and J. Plebański, Motion and Relativity (Pergamon Press, New York, and PWN, Warszawa, 1960)
  6. J. Plebański and J. Ryteń, Projections as observables, Acta Phys. Polon. XX,765 (1961).
  7. J. Plebański and J. Ryteń, Coordinate conditions, J. Math. Phys. 2, 677 (1961).
  8. J. Plebański, On algebraical properties of skew tensors, Bull. Acad. Polon. Sci. Série Math. Astr. Phys. IX, 587 (1961).
  9. J. Plebański, On some applications of algebraical properties of skew tensors, Bull. Acad. Polon. Sci. Série Math. Astr. Phys. IX, 593 (1961).
  10. S. Bażański and J. Plebański, Time, space, gravity and micro-physics, Studia Filozoficzne, 4, 3 (1961) (in Polish).
  11. B. Mielnik and J. Plebański, A study of geodesic motion in the field of Schwarzschild’s solution, Acta Phys. Polon. XXI, 239 (1962).
  12. J. Plebański, Spherically symmetric worlds as embedded in a flat space, Bull. Acad. Polon. Sci. Série Math. Astr. Phys. IX, 373 (1962).
  13. C. Pellegrini and J. Plebański, Tetrad fields and gravitational fields, Nordita Publications No. 94, Mat. Fys. Skr. Dan. Vid. Selsk. 2, no. 4 (Nordita, København, 1963).
  14. J. Plebański, S. Bażański, B. Mielnik, and J. Ryteń, Known and Unknown. Essays on Theoretical Physics (Iskry, Warszawa, 1963) (in Polish).
  15. J. Plebański, Tetrads and conservations laws, in Proceedings of Theory of Gravitation Conference in Warszawa and Jabłonna 25-31 July 1962, ed. L. Infeld (Gauthier-Villars, Paris and PWN, Warszawa, 1964), pp. 45-54.
  16. J. Plebański, The algebraic structure of the tensor of matter, Acta Phys. Polon. XXVI, 963 (1964).
  17. J. Plebański, Tensorial matrices, Rev. Mex. Hs. XIII, 145 (1964).
  18. J. Plebański, Notes from Lectures on General Relativity (Monograph of Cinvestav, México, 1964).
  19. J. Plebański, Lectures on General Relativistic Spinors I-II (Calculus and Analysis) (Monograph of Cinvestav, México, 1964).
  20. J. Plebański, Notes from Lectures on Quantum Mechanical Operators (Monograph of Cinvestav, México, 1964).
  21. J. Plebański, The “vectorial” optics of fields with arbitrary spin, rest-mass zero, Acta Phys. Polon. XXVII, 361 (1965).
  22. J. Plebański, Conformal geodesic deviations I, Acta Phys. Polon. XXVIII,141 (1965).
  23. J. Plebański, Lorentz equations in spinorial form, in Perspectives in Geometry and Relativity. Essays in Honor of Václav Hlavatý, ed. B. Hoffman (Indiana University Press, Bloomington and London, 1966), pp 310-317.
  24. J. Plebański, Non-linear Electrodynamics. A study (Monograph of Cinvestav, México, 1966).
  25. J. Plebański, On the Generators of the N-dimensional Pseudo-unitary and Pseudo-orthogonal Groups (Monograph of Cinvestav, México, 1966).
  26. J. Plebański, On Conformally Equivalent Riemannian Spaces (Monograph of Cinvestav, México, 1967).
  27. J. Plebański and J. Stachel, Einstein tensor and spherical symmetry, J. Math. Phys. 9, 269 (1968).
  28. I. Białynicki-Birula, B. Mielnik, and J. Plebański, Explicit solution of the continuous Baker-Campbell-Hausdorff problem and a new expression for the phase operator, Ann. Phys. 51, 187 (1969).
  29. J. Plebański, Poisson brackets and commutators, (preprint No. 69, Institute of Physics, Nicholas Copernicus University, Toruń, 1969)

1970-1979

  1. B. Mielnik and J. Plebański, Combinatorial approach to Baker-Campbell-Hausdorff exponents, Ann. Inst. Henri PoincaréXII,215 (1970).
  2. J. Plebański, Lectures on non-linear electrodynamics (Nordita, Copenhagen, 1970).
  3. J. Plebański, Symmetric tensors and the trace operator, Reports on Math. Phys. 1, 87 (1970).
  4. J. Plebański, A class of solutions of Einstein-Maxwell equations with the cosmological constant, in Gravitational Radiation and Gravitational Collapse ed. C. De Witt-Morette (Reidel, Holland, 1974) pp 188-190.
  5. J. F. Plebański, A class of solutions of Einstein-Maxwell equations, Ann. Phys. 90, 196 (1975).
  6. J. F. Plebański, Type-D metrics, Ann. Acad. Sci. (NY) 262, 246 (1975).
  7. S. Hacyan and J. F.Plebański, Some type III solutions of the Einstein-Maxwell equations, Int. J. Theor. Phys. 14, 319 (1975).
  8. J. F. Plebański and M. Demiański, Rotating, charged, and uniformly accelerating mass in general relativity, Ann. Phys. 98, 98 (1976).
  9. J. Plebański, Spinors, Tetrads, and Forms (Monograph of Cinvestav, México, 1975).
  10. J. F. Plebański and A. Schild, Complex relativity and double KS metrics, Il Nuovo Cimento B 35, 35 (1976).
  11. 1975XX65 J. F. Plebański, Some solutions of complex Einstein equations, J. Math. Phys. 16, 2395 (1975).
  12. J. F. Plebański, Null geodesic surfaces and Goldberg-Sachs theorem in complex Riemannian spaces, J. Math. Phys. 16, 2403 (1975).
  13. J.D. Finley III and J. F. Plebański, Further heavenly metrics and their symmetries, J. Math. Phys. 17, 585 (1976).
  14. J. F. Plebański and I.Robinson, Left-degenerate vacuum metrics, Phys. Rev. Lett. 37, 493 (1976).
  15. S. Hacyan and J. Plebański, Some basic properties of Killing spinors, J. Math. Phys. 17, 2203 (1976).
  16. J. D. Finley III and J. F. Plebański, The intrinsic spinorial structure of hyperheavens, J. Math. Phys. 17, 2207 (1976).
  17. C. P. Boyer and J. F. Plebański, Heavens and their integrals manifolds, J. Math. Phys. 18, 1022 (1977).
  18. E. Schmutzer and J. Plebański, Quantum mechanics in non-inertial frames of reference, Fortschritte der Physik 25, 37 (1977).
  19. F. J. Ernst and J. F Plebański, Killing structures and complex ε-potentials, Ann. Phys. 107, 266 (1977).
  20. J. F. Plebański and I. Robinson, Left degenerate vacuum metrics, Phys. Rev. Lett., 37, (9), (August 1976), 493-495.
  21. J. F. Plebański and I. Robinson, The complex vacuum metric with minimally degenerated conformal structure, in Asymptotic Structure of Space-Time, eds. F. P. Esposito and L. Witten (Plenum Publishing Corporation, New York, 1977) pp. 361-406.
  22. J. Plebański and I. Robinson, Complex space-time with null strings, in Proceedings of the Cinquieme Colloque International sur les Methodes de la Theorie des Groupes en Physique, Montreal, July 1976 (Academic Press, New York, 1977).
  23. A. García, J. F. Plebański, and I. Robinson, Null strings and complex Einstein-Maxwell fields with cosmological constant, Gen. Relativ. Grav. 8, 841-854 (1977).
  24. A. García D. and J. F. Plebański, Seven parametric type-D solutions of Einstein-Maxwell equations in the basic left-degenerate representation, Il Nuovo Cimento Série 11 40 B, 224 (1977).
  25. J. K. Kowalczyński and J. F. Plebański, A few properties of a certain class of degenerate space-times, Int. J. Theor. Phys. 16, 357 (1977).
  26. J. K. Kowalczyriski and J. F. Plebański, Metric and Ricci tensors for a certain class of spacetimes of D type, Int. J. Th,or. Phys. 16, 371 (1977).
  27. J. D. Finley III and J. F. Plebański, Spinorial structure and electromagnetic hyperheavens, J. Math. Phys. 18, 1662 (1977).
  28. S. Hacyan and J. F. Plebański, D(1,0) killing structures and ε potentials, J. Math. Phys. 18, 1517 (1977).
  29. J. F. Plebański, On the separation of Einsteinian substructures, J. Math. Phys. 18, 2511-2520 ( 1977).
  30. J. Stachel and J. Plebański, Classical particles with spin. I. The WKBJ approximation, J. Math. Phys. 18, 2368 (1977).
  31. J. K. Kowalczyński and J.F. Plebański, Properties of a solution of the Einstein equations with the cosmological constant, Acta Phys. Polon. B 8, 196 (1977).
  32. P. Havas and J. Plebański, Conformal extensions of the Galileo group and their relation to the Schrödinger group, J. Math. Phys. 19, 482 (1978).
  33. A. P. Boyer and J. F. Plebański, General relativity and G-structures I. General theory and algebraically degenerate spaces, Rep. Math. Phys. 14, 111 (1978).
  34. J. D. Finley IIIand J. F. Plebański, Killing vectors in plane HH spaces, J. Math. Phys. 19, 760 (1978).
  35. J. F. Plebański and I. Robinson, Electromagnetic and gravitational Hertz potentials, J. Math. Phys. 19, 2350 (1978).
  36. J. F. Plebański, Type N solutions of Gµν = –ρkµkνwith null kµ(preprint Cinvestav, 1978).
  37. J. F. Plebański, Albert Einstein; en el centenario de su nacimiento, Ciencia y Desarrollo, No.25 (Mach-April 1979), 5-13.
  38. S. Alarcón G., F.J. Ernst, J. F. Plebański, On the construction of torsion theories of gravitation, preprint by Cinvestav, México (March 1978).
  39. J. F. Plebański and O. Obregón, Perspectivas en la Biología y en la Naturaleza; Revista Naturaleza, compiled by Luis Estrada and Jorge Flores, Relatividan y la Gravitación, 57-69 (1978F).
  40. J. F. Plebański and S. Hacyan, Some exceptional electrovac type D-metrics with cosmological constant, J. Math. Phys. 20, 1004 (1979).
  41. J. F. Plebański, The algebra generated by Hodge’s star and external differential, J. Math. Phys. 20, 1415 (1979).
  42. J. D. Finley III and J. F. Plebański, The classification of all Ηspaces admitting a Killing vector, J. Math. Phys. 20, 1938 (1979).
  43. J. F. Plebański, The nondiverging and nontwisting type D electrovac solutions with λ, J. Math. Phys. 20, 1946 (1979).
  44. M. Przanowski and J. F. Plebański, Generalized Goldberg-Sachs theorems in complex and real space-times. I,Acta Phys. Polon. B 10, 485 (1979).
  45. M. Przanowski and J. F. Plebański, Generalized Goldberg-Sachs theorems in complex and real space-times II , Acta Phys. Polon. B 10, 573 (1979).
  46. A. L. Dudley and J. F. Plebański, Some results concerned with real and complex Einstein dynamics, Kinam 1, 205 (1979).

1980-1989

  1. A. Krasiński and J. Plebański, n-dimensional complex Riemann-Einstein spaces with 0 (n-1, C)as the symmetry group, Rep.Math. Phys. 17, 217 (1980).
  2. J. F. Plebański and T. H. Seligman, Partial isometries and quotient structures in Hilbert spaces, Rep. on Math. Phys. 17, 437 (1980).
  3. B. P. Boyer, J. D. Finley III, and J. F. Plebański, Complex general relativity, Η and Η Η spaces- a survey of one approach, in General Relativity and Gravitation. Einstein Memorial Volume, ed. A. Held (Plenum, New York, 1980) vol. 2, pp. 241-281.
  4. A. García D. and J. F. Plebański, Some type-G solution of electrovac equations, Il Nuovo Cimento B 55, 52 (1980).
  5. J. F. Plebański, Group of diagonal empty space-times, Phys. Rev. Lett. 45, 303 (1980).
  6. H. Salazar I, A. García D. and J. F. Plebański, Simetrias de las soulciones de tipo N sin rotatcion, Boletin 6, XXIII Congreso S.M.F., (1980), p.83.
  7. A. García D. and J. F. Plebański, Soluciones de tipo D de orbitas nulas como transicion limite de las solutiones Demiański-Plebański, Boletin 4, XXIV Congreso S.M.F.,(1981), p.58.
  8. A. García D. and J. F. Plebański, Metricas Multiexponenciales, Boletin 4, XXIV Congreso S.M.F.,(1981), p.55.
  9. La funcion clave para espacios ΗΗ degenerados por la derecha, Boletin 4, XXIV Congreso S.M.F.,(1981), p.219.
  10. J. D. Finley III and J. F. Plebański, All algebraically degenerate Η spaces, viaΗ Η spaces, J. Math. Phys. 22, 667 (1981).
  11. A. García Díaz and J. F. Plebański, All non-twisting N’s with cosmological constant, J. Math. Phys. 22, 2655 (1981).
  12. S. Alarcón Gutierrez, A. L. Dudley, and J. F. Plebański, Signals and discontinuities in general relativistic nonlinear electrodynamics, J. Math. Phys. 22, 2835 (1981).
  13. A. García Díaz and J. F. Plebański, An exceptional type D shearing twisting electrovac with λ, J. Math. Phys. 23, 123 (1982).
  14. J. F. Plebański and A. García D., Multiexponent Weyl metrics, Phys. Rev. Lett. 48, 1447 (1982).
  15. J. F. Plebański and G. F. Torres del Castillo, Η Η spaces with an algebraically degenerate right side, J. Math. Phys. 23, 1349 (1982).
  16. A. García D. and J. F. Plebański, Solutions of type D possessing a group with null orbits as contractions of the seven-parameter solution, J. Math. Phys. 23, 1463 (1982).
  17. H. Salazar I, A. García D., and J. F. Plebański, Symmetries of the nontwisting type-N solutions with cosmological constant, J. Math. Phys. 24, 2191 (1982).
  18. C. B. Boyer and J. F. Plebański, Conformally self-dual spaces and Maxwell’s equations, Phys. Lett. A 106, 125 (1984).
  19. J. F. Plebański, Grassmann-Cartan algebra and Klein-Gordon equations, Int. J. Theor. Phys. 23, 895 (1984).
  20. J. F. Plebański and K. Rózga, The optics of null strings, J. Math. Phys. 25, 1930 (1984).
  21. C. L. Pursey and J. F. Plebański, Symmetries of the Dirac equation, Phys. Rev. D 29, 1848 (1984).
  22. C. P. Boyer and J. F. Plebański, An infinite hierarchy of conservation laws and nonlinear superposition principles for self-dual Einstein spaces, J. Math. Phys. 26, 229 (1985).
  23. C. F. Torres del Castillo and J. F. Plebański, Some simple type D solutions to the Einstein equations with sources, J. Math. Phys. 26, 477 (1985).
  24. C. Salazar I., A. García D., and J.F. Plebański, Duality rotations and type D solutions of Einstein-Born-Infeld theory, Astron. Nachr. 307, 327 (1986)
  25. J. F. Plebański and L. E. Morales, Exceptional D-type solutions to Einstein’s equations with nonlinear electromagnetic sources and λ, II Nuovo Cimento B 92, 61 (1986).
  26. J. F. Plebański, On conformally flat spaces and cosmological models, in Gravitation and Geometry. A Volume in Honour of Ivor Robinson, eds. W. Rindler and A. Trautman (Bibliopolis, Naples, 1987) pp. 363-386
  27. C. Salazar I., A. García D., and J. Plebański, Duality rotations and type D solutions to Einstein equations with nonlinear electromagnetic sources, J. Math. Phys. 28, 2171 (1987).
  28. J. F. Plebański and M. Przanowski, Generalizations of the quaternion algebra and Lie algebras, J. Math. Phys. 29, 529 (1988).
  29. J. Plebański, Wronskians, geometry, and some general solutions to the nonlinear Liouville-like PDS’s, J. Math. Phys. 29, 2162 (1988).
  30. J. Plebański, Compartiendo las Experiencias Sobre la Metodologia de Buenas y Malas Platicas, (Opinion didactica), Elementos, Num.10 ano 3, vol.2 (1988), Impreso en México.
  31. J. F. Plebański, Albert Einstein: Perfiles y Perspectivas, Rodriguez/Hojman (compiladores), UNAM, Editorial Nueva Imagen. Hojas 17-35, 75-88.
  32. J. F. Plebański and M. Przanowski, Notes on a cross product of vectors, J. Math. Phys. 29, 2334 (1988).
  33. J. F. Plebański and M. Przanowski, Null tetrad, spinor and helicity formalisms for all 4-dimensional Riemannian manifolds I. Null tetrads and spinors, Acta Phys. Polon. B 19, 805 (1988).
  34. J. F. Plebański and M. Przanowski, On the structure of associative algebras with conjugation, Bol. Soc. Mat. Mex. 33, 1 (1988).
  35. J. F. Plebański and J. D. Finley III, On linear unitary transformations of two canonical variables, J. Math. Phys. 30, 993 (1989).
  36. J. F. Plebański and M. Przanowski, Two-sided conformally recurrent four-dimensional Riemannian manifolds, J. Math. Phys. 30, 2101 (1989).
  37. H. Salazar Ibarguen, A. García, and J. Plebański, Signals in nonlinear electrodynamics invariant under duality rotations, J. Math. Phys. 30, 2689 (1989).
  38. J. F. Plebański and K. Rózga, Congruences of totally geodesic surfaces, Class. Quantum Gray. 6, 349 (1989).

1990-1999

  1. A. R. Guzman Sanchez, M. Przanowski, and J. Plebański, Stable classification of the energy-momentum tensor. Summary, Rev. Mex. Ns. 36 51, 5159 (1990).
  2. J. F. Plebański and M. Przanowski, The n-dimensional classical Kepler’s problem ‘without integration’, Rev. Mex. Fís. 36, 465 (1990).
  3. J. F. Plebański and L. Palacios-Moron, A class of type D metrics, Acta Phys. Polon. B 21, 517 (1990).
  4. J. F. Plebański and M. Przanowski, Comments on twisting type N vacuum equations, Phys. Lett. A 152, 257 (1991).
  5. A. R. Guzmán Sánchez, J. F. Plebański, and M. Przanowski, Deformations of algebraic types of the energy-momentum tensor, J. Math. Phys. 32, 2839 (1991).
  6. J. Plebański, M. Muñoz, and T. Matos, Some topological questions on metrics of D type, Rev. Mex. Fís. 38, 1005 (1992).
  7. J.D. Finley III and J.F. Plebański, Equations for twisting, type-N, vacuum Einstein spaces without a need for Killing vectors, J. Geom. Phys. 8, 173 (1992).
  8. J. F. Plebański and M. Przanowski, On Rainich-Misner-Wheeler conditions in nonlinear electrodynamics, in Symmetries in Physics. Proceedings of the International Symposium Held in Honor of Profesor Marcos Moshinsky, Cocoyoc, Morelos, México, June 3-7, 1991, eds. A. Frank and K. B. Wolf (Springer-Verlag, New York, 1992) pp 213- 221.
  9. R. Capovilla and J. Plebański, Some exact solutions of the Einstein field equations in terms of the self-dual spin connection, J. Math. Phys. 34, 130 (1993).
  10. J. D. Finley III, J. F. Plebański, M. Przanowski, and H. García-Compeán, The Cauchy-Kovalevski form for the second heavenly equation, Phys. Lett. A 181, 435 (1993).
  11. J. F. Plebański, M. Przanowski and H. Garcia-Compeán. Departamento de Fisica, CINVESTAV-IPN, México, D.F. México.
  12. A. García-Díaz, J. F. Plebański, and N. R. Sibgatullin, On the absence of the Painlevé property in Petrov type III Robinson-Trautman solutions, J. Math. Phys. 34, 4755 (1993).
  13. A. García, J. Plebański, and N. Sibgatullin, That inexhaustible Robinson-Trauman, JETP Moscow St. Univ. 77, 14 (1993).
  14. R. H. Boyer and J. F. Plebański, Conformal curvature and spherical symmetry, Rev. Mex. Fís. 39, 870 (1993).
  15. J. F. Plebański and M. Przanowski, Duality transformations in electrodynamics, Int. J. Theor. Phys. 33, 1535 (1994).
  16. J. D. Finley III, J. F. Plebański, and M. Przanowski, Third-order ODEs for twisting type-N vacuum solutions, Class. Quantum Gray. II, 157-166 (1994).
  17. T. Matos and J. Plebański, Axisymmetric stationary solutions as harmonic maps, Gen. Relativ. Gravit. 26, 477 (1994).
  18. C. E. Morales, J. F. Plebański, and M. Przanowski, Cauchy-Kovalevskaya form of the hyperheavenly equations with the cosmological constant, Rev. Mex. Pis. 40, 392 (1994).
  19. J. F. Plebański and M. Przanowski, Evolution hyperheavenly equations, J. Math. Phys. 35, 5990 (1994).
  20. J. F. Plebański and M. Przanowski, From self-dual Yang-Mills fields to self-dual gravity, Acta Phys. Polon. B 25, 1079 (1994).
  21. H. García-Compeán, J. F. Plebański, and M. Przanowski, On self-dual gravity structures on ground ring manifolds in two-dimensional string theory, Rev. Mex. Ffs. 40, 547 (1994).
  22. J. F. Plebański, H. García-Compeán, and A. García-Díaz, Real Einstein spaces constructed via linear superposition of complex gravitational fields: the concrete case of non-twisting type N solutions, Class. Quantum Gray. 12, 1093 (1995).
  23. J. F. Plebański, An embedding of a Schwarzschild black hole in terms of elementary functions, Acta Phys. Polon. B 26, 875 (1995).
  24. J. F. Plebański and H. García-Compeán, A note on weak Η-spaces heavenly equations and their evolution weak heavenly equations, Acta Phys. Polon. B 26, 3 (1995).
  25. J. F. Plebański and H. García-Compeán, A q-deformed version of the heavenly equations, Int. J. Mod. Phys. A 10, 3371 (1995).
  26. J. F. Plebański, M. Przanowski, B. Rajca, and J. Tosiek, The Moyal deformation of the second heavenly equation, Acta Phys. Polon. B 26, 889 (1995).
  27. H. García-Compeán, L. E. Morales, and J. F. Plebański, A Hopf algebra structure in self-dual gravity, Rev. Mex. Fís. 42, 695 (1996).
  28. J. F. Plebański and M. Przanowski, The universal covering of heavenly equations via Weyl-Wigner-Moyal formalism, in Gravitation, Electromagnetism and Geometrical Structures. For the 80th Birthday of A. Lichnerowicz, Villa Truscolana-Frascati (Roma). October 19-23, 1995, ed. G. Ferrarese (Pitagora Editrice, Bologna, 1996) pp. 15-35.
  29. J. Plebański, M. Przanowski, and H. García-Compeán, From principal chiral model to self-dual gravity, Mod. Phys. Lett. A 11, 663 (1996).
  30. J. F. Plebański and M. Przanowski, The Lagrangian of a self-dual gravitational field as a limit of the SDYM Lagrangian, Phys. Lett. A 212, 22 (1996).
  31. J. F. Plebański, M. Przanowski, and J. Tosiek, The Weyl-Wigner-Moyal formalism. II. The Moyal bracket, Acta Phys. Polon. B 27, 1961 (1996).
  32. H. García-Compeán, J. F. Plebański, and M. Przanowski, Further remarks on the chiral model approach to self-dual gravity, Phys. Lett. A 219, 249 (1996).
  33. J. F. Plebański and H. García-Compeán, The Lagrangian for a causal curve, Rev. Mex. Fís. 43, 634 (1997).
  34. H. García-Compeán, L.E. Morales and J. F. Plebański, Superposition of Self-dual and anti-self-dual sectors in the topology changing amplitudes, preprint CINVESTAV-Fis 02/95.
  35. J. F. Plebański and H. García-Compeán, Once again some solutions of complex Einstein equations, preprint CINVESTAV-Fis 04/95.
  36. H. García-Compeán and J. F. Plebański, On the Weyl-Wigner-Moyal description of SU(∞) Nahm equations, Phys. Lett. A 234, 5 (1997).
  37. J. D. Finley III, J. F. Plebański, and M. Przanowski, An iterative approach to twisting and diverging free, type-N, vacuum Einstein equations: a (third-order) resolution of Stephani’s ‘paradox’, Class. Quantum Gray. 14, 489 (1997).
  38. J. F. Plebański, R. G. Moreno, and F. J. Turrubiates, Differential forms, Hopf algebra and general relativity. I, Acta Phys. Polon. B 28, 1515 (1997).
  39. H. García-Compeán, J. F. Plebański, and N. Quiroz-Pèrez, On the reduced SU(N) gauge theory in the Weyl-Wigner Moyal formalism, Int. J. Mod. Phys. A 13, 2089-2102 (1998).
  40. H.García-Compeán, J.F. Plebański, and M. Przanowski, Geometry associated with self-dual Yang-Mills and the chiral model approaches to self-dual gravity, Acta Phys. Polon. B 29, 549 (1998).
  41. H. García-Compeán, O. Obregón, J.F. Plebański, and C. Ramirez (? J. Socorro), Towards a gravitational analogue to S duality in non-Abelian gauge theories,Phys. Rev. D 57, 7501 (1998).
  42. J. F. Plebański, S.A. Gutiérrez and F.J. Ernst, Enviado a la Revista Mexicana de Fisica, (1997).
  43. J. F. Plebański and M. Przanowski, A new version of the heavenly equation, in On Einstein’s Path. Essays in Honor of Engelbert Schucking ed. A. Harvey (Springer-Verlag, New York, 1999) pp. 381-405.
  44. J. F. Plebański and M. Przanowski, Hermite-Einstein four-dimensional manifolds with symmetry, Class. Quantum Gray. 15, 1721-1735 (1998).
  45. J. F. Plebański, M. Przanowski, and S. Formański, Linear superposition of two type-N nonlinear gravitons, Phys. Lett. A 246, 25 (1998).
  46. C. Castro and J. Plebański, The generalized Moyal-Nahm and continuous Moyal-Toda equations, J. Math. Phys. 40, 3738 (1999).

2000-2006

  1. J. F. Plebański, M. Przanowski, and F. J. Turrubiates, Weyl-Underhill-Emmrich quantization and the Stratonovich-Weyl quantizer, J. Phys. A.: Math. Gen. 33, 795 (2000).
  2. H. García-Compeán, J. F. Plebański, M. Przanowski, and F. J. Turrubiates, Deformation quantization of bosonic strings, J. Phys. A: Math. Gen. 33, 7935 (2000).
  3. J. F. Plebański, M. Przanowski, J. Tosiek, and F. J. Turrubiates, Remarks on deformation quantization on the cylinder, Acta Phys. Polon. B 31, 561 (2000).
  4. P. Nurowski and J. F. Plebański, Non-vacuum twisting type-N metrics, Class. Quantum Gray. 18, 341 (2001).
  5. H. García-Compeán and J. F. Plebański, D-branes on group manifolds and deformation quantization, Nucl. Phys. B 618, 81 (2001).
  6. H. García-Compeán, J. F. Plebański, M. Przanowski, and F. J. Turrubiates, Deformation quantization of classical fields, Int. J. Mod. Phys. A 14, 2533 (2001).
  7. J. F. Plebański, M. Przanowski, and F. J. Turrubiates, Induced symplectic connection on the phase space, Acta Phys. Polon. B 32, 3-15 (2001).
  8. C. Przanowski, J. F. Plebański, and S. Formański, Integrability of SDYM equations for the Moyal bracket Lie algebra in Exact Solutions and Scalar Fields in Gravity: Recent Developments. Proceedings of Mexican Meeting in Honor of Heinz Dehnen’s 65th Birthday and Dietrich Kramer’s 60th Birthday México City, October 1-6, 2000, eds. A. Macías, J. L.Cervantes-Cota, and C. Lämmerzahl (Kluwer Academic, Plenum Publishers, New York, 2001) pp. 77-87
  9. C. Przanowski, J. F. Plebański, and S. Formański, Deformation quantization of SDiff(Σ2) SDYM equation, in Developments in Mathematical and Experimental Physics. – Vol. A. Cosmology and Gravitation. Proceedings of the First Mexican Meeting on Mathematical and Experimental Physics, September 10-14, 2001, in México City, México, eds. A. Macías, F. Uribe, and E. Díaz (Kluwer Academic Publishers, New York, 2002) pp. 201213
  10. H.García-Comperin, J. F. Plebański, M. Przanowski and F. J. Turrubiates, Deformation quantization of geometric quantum mechanics, J. Phys. A.: Math. Gen. 35, 4301 (2002).
  11. J. F. Plebański, M. Przanowski, and F. J. Turrubiates, Matrix representation of the generalized Moyal algebra, Acta Phys. Polon. B 33, 575 (2002).
  12. J. F. Plebański and M. Przanowski, On vacuum twisting type-N again, in Revisiting the Foundations of Relativistic Physics . Festschrift in Honor of John Stachel, eds. A. Ashtekar et al. (Kluwer Academic Publishers, Dordrecht, 2003) pp. 361-373
  13. J. Plebański and A. Krasinski, An Introduction to General Relativity and Cosmology, (Cambridge University Press, Cambridge 2006).

Typescripts

  • “Notes from lectures on general relativity, Part I: Mathematical introduction”, Mexico 1964.
  • “On conformally equivalent Riemannian spaces”, Mexico 1967. – contains, for example, complete formulas for conformal transformations of Minkowski spaces.
  • “Lectures on non-linear electrodynamics: an extended version of lectures given by Jerzy Plebański at the Niels Bohr Institute and Nordita, Copenhagen in October 1968; Nordisk Institut for Teoretisk Atomfysik.”, Nordita, 1970.
  • “Spinors, tetrads and forms”, part I, Mexico , ca. 1973.
  • “Spinors, tetrads and forms”, part II, Mexico , ca. 1975.