{"id":23,"date":"2020-02-20T10:30:32","date_gmt":"2020-02-20T10:30:32","guid":{"rendered":"http:\/\/plebanski.fuw.edu.pl\/?page_id=23"},"modified":"2022-03-14T15:44:10","modified_gmt":"2022-03-14T15:44:10","slug":"publications","status":"publish","type":"page","link":"http:\/\/plebanski.fuw.edu.pl\/index.php\/publications\/","title":{"rendered":"Publications"},"content":{"rendered":"\n<h4 class=\"has-text-align-center has-accent-color has-text-color\">Go to publications from years:<\/h4>\n\n\n\n<ul><li><a href=\"http:\/\/plebanski.fuw.edu.pl\/index.php\/publications\/#1950\">1950-1959<\/a><\/li><li><a href=\"http:\/\/plebanski.fuw.edu.pl\/index.php\/publications\/#1960\">1960-1969<\/a><\/li><li><a href=\"http:\/\/plebanski.fuw.edu.pl\/index.php\/publications\/#1970\">1970-1979<\/a><\/li><li><a href=\"http:\/\/plebanski.fuw.edu.pl\/index.php\/publications\/#1980\">1980-1989<\/a><\/li><li><a href=\"http:\/\/plebanski.fuw.edu.pl\/index.php\/publications\/#1990\">1990-1999<\/a><\/li><li><a href=\"http:\/\/plebanski.fuw.edu.pl\/index.php\/publications\/#2000\">2000-2005<\/a><\/li><li><a href=\"http:\/\/plebanski.fuw.edu.pl\/index.php\/publications\/#typescripts\">typescripts<\/a><\/li><\/ul>\n\n\n\n<h4 class=\"has-text-align-center has-accent-color has-text-color\" id=\"1950\">1950-1959<\/h4>\n\n\n\n<ol><li> J. Pleba\u0144ski, Nonlinear electrodynamics and elementary laws, <em>Bull. Acad. Polon. Sci. <\/em>Cl. III,<strong> I<\/strong>, 34 (1953). <\/li><li> J. Pleba\u0144ski, Prawo elementarne I elekrodynamika nieliniowa, in <em>Materia\u0142y z Konferencji Fizyk\u00f3w w Spale<\/em>, 311 (1953) <strong>(in Polish)<\/strong>. <\/li><li>J. Pleba\u0144ski, On proofs of uniqueness for some hyperbolic differential equations of theoretical physics, <em>Acta Phys. Polon. <\/em><strong>XII<\/strong><em>, <\/em>230 (1953)<strong> (in German).<\/strong> <\/li><li>L. Infeld and J. Pleba\u0144ski, Electrodynamics without potentials I, Proc.<em> Roy. Soc. <\/em><strong>A222<\/strong><em>, 224<\/em> (1954) (Presented by P.A.M. Dirac). <\/li><li>L. Infeld and J. Pleba\u0144ski, Electrodynamics without potentials II, <em>Acta Phys. Polon. <\/em><strong>XII<\/strong><em>, <\/em>124 (1954). <\/li><li>J. Pleba\u0144ski, D. Bohm&#8217;s laws concerning interpretation of quantum theory with the use of hidden parameters, in <em>Materia\u0142y z Konferencji Fizyk\u00f3w w Spale <\/em>(PWN, Warszawa, 1954) pp. 73-76 <strong>(in Polish).<\/strong> <\/li><li>J. Pleba\u0144ski, Supplement to L. Infeld&#8217;s lecture on electrodynamics without potentials, in <em>Materia\u0142y z Konferencji Fizyk\u00f3w w Spale <\/em>(PWN, Warszawa, 1954) pp. 302-304 <strong>(in Polish).<\/strong> <\/li><li>J. Pleba\u0144ski, Elementary law and nonlinear electrodynamics, in <em>Materia\u0142y z Konferencji Fizyk\u00f3w<\/em> <em>w<\/em> <em>Spa<\/em><em>le<\/em> (PWN, Warszawa, 1954) pp. 311-313 <strong>(in Polish).<\/strong> <\/li><li>L. Infeld and J. Pleba\u0144ski, Electrodynamics without potentials, <em>Proc. Roy. Soc. <\/em>(England) <strong>A222<\/strong>, 224 (1954). <\/li><li>J. Pleba\u0144ski, Classical properties of oscillator wave packets, <em>Bull. Acad. Polon. Sci. <\/em>Cl.<strong>III<\/strong>, II, 213 (1954). <\/li><li>J. Pleba\u0144ski, On the possibility of causal interpretation of quantum mechanics, <em>Nauka <\/em><em>Polska<\/em> <strong>4<\/strong>, 85 (1954) <strong>(in Polish).<\/strong> <\/li><li>J. Pleba\u0144ski and J. Werle, On interpretations of quantum mechanics, <em>My\u015bl Filozoficzna <\/em><strong>2,<\/strong> 39 (1954) <strong>(in Polish).<\/strong> <\/li><li>J. Pleba\u0144ski, On certain wave-packets, <em>Acta Phys. Polon. <\/em><strong>XIV<\/strong><em>, <\/em>275 (1955). <\/li><li>R. Gajewski and J. Pleba\u0144ski, On materialistic contents of Albert Einstein&#8217;s physics, <em>My\u015bl Filozoficzna<\/em> <strong>5-6<\/strong>, 32 (1955) <strong>(in Polish).<\/strong> <\/li><li>L. Infeld and J. Pleba\u0144ski, On a certain class of unitary transformations, <em>Acta Phys. <\/em><em>Polon.<\/em> <em>XIV,<\/em> 41 (1955). <\/li><li>L. Infeld and J. Pleba\u0144ski, Unitary transformations and spinor calculus, <em>Bull. Acad. Polon.<\/em> <em>Sci.<\/em> Cl. III, <strong>III<\/strong>, 95 (1955). <\/li><li>R. Kulikowski and J. Pleba\u0144ski, The optimum frequency characteristics of dynamic linear circuits, <em>Archiwum<\/em> <em>Elektrotechniki, <\/em><strong>IV<\/strong>, 347 (1955) <strong>(in Polish).<\/strong> <\/li><li>R. Kulikowski and J. Plebaliski, Minimum stochastic signal distortions in low noise level circuits, <em>Archiwum<\/em> <em>Elektrotechniki, <\/em><strong>IV<\/strong>, 435 (1955) <strong>(in Polish).<\/strong> <\/li><li>R. Kulikowski and J. Pleba\u0144ski, Optimum characteristics of linear pulse systems, <em>Bull. <\/em><em>Acad.<\/em> <em>Polon.<\/em> <em>Sci.<\/em> Cl.IV, <strong>III<\/strong>, 23 (1955). <\/li><li>J. Pleba\u0144ski and J. Sawicki, Remarks on the relativistic two-body problem in the classical scalar meson field theory, <em>Acta Phys. Polon. <\/em><strong>XIV<\/strong><em> , <\/em>455 (1955). <\/li><li>J. Pleba\u0144ski, Wave functions of a harmonic oscillator, <em>Phys. Rev. <\/em><strong>101, <\/strong>1825 (1956). <\/li><li>L. Infeld and J. Pleba\u0144ski, On an operational method of solving the Klein-Gordon equation, <em>Bull. Acad. Polon. Sci. <\/em>Cl.<strong>III, IV, <\/strong>215 (1956). <\/li><li>L. Infeld and J. Pleba\u0144ski, A simple derivation of the equations of motion in classical electrodynamics, <em>Bull. Acad. Polon. Sci. <\/em>Cl.III, <strong>IV, <\/strong>347 (1956). <\/li><li>L. Infeld and J. Pleba\u0144ski, On modified Dirac 8-functions, <em>Bull. Acad. Polon. Sci. <\/em>Cl.III, <strong>IV, <\/strong>687 (1956). <\/li><li>L. Infeld and J. Pleba\u0144ski, On a covariant formulation of the equations of motion, <em>Bull. Acad. Polon. Sci. <\/em>Cl.III,<strong> IV, <\/strong>757 (1956). <\/li><li>L. Infeld and J. Pleba\u0144ski, On the &#8220;dipole procedure&#8221; in general relativity theory, <em>Bull. Acad. Polon. Sci. Cl. <\/em>III,<strong> IV, <\/strong>763 (1956). <\/li><li>L. Infeld and <strong>J. <\/strong>Pleba\u0144ski, Expansion of singular functions associated with Klein-Gordon equation, <em>Acta Phys. Polon. <\/em><strong>XV<\/strong><em>, <\/em>207 (1956). <\/li><li>K. Bochenek and J. Pleba\u0144ski, On a certain optical interpretation of the Helmholtz equation, <em>Bull. Acad. Polon. Sci. <\/em>Cl.IV, <strong>IV, <\/strong>179 (1956). <\/li><li>1956XXe1 K. Bochenek and J. Pleba\u0144ski, On methods of microwave optics, <em>Archiwum Elektrotechniki , <\/em><strong>V, <\/strong>293 (1956) <strong>(in Polish)<\/strong>. <\/li><li>L. Infeld and J. Pleba\u0144ski, On a further modification of Dirac&#8217;s \u03b4-functions, <em>Bull. Acad. Polon. Sci. <\/em>Cl. III,<strong> V, <\/strong>51 (1957). <\/li><li>J. Pleba\u0144ski, On spin of \u03c4-meson, <em>Dok. Akad. Nauk SSSR, <\/em><strong>118, <\/strong>65 (1958) <strong>(in Russian)<\/strong>. <\/li><li>Thesis \u201cFunctional representation of the state vector in the quantum field theory\u201d, (ph.D), thesis director Prof. W. Rubinowicz (1954). <\/li><li> J. Pleba\u0144ski and S. Ba\u017ca\u0144ski, The general Fokker action principle and its application in general relativity theory, <em>Acta Phys. Polon. <\/em><strong>XVIII,<\/strong>307 (1959). <\/li><\/ol>\n\n\n\n<h4 class=\"has-text-align-center has-accent-color has-text-color\" id=\"1960\">1960-1969<\/h4>\n\n\n\n<ol start=\"34\"><li>\n\tJ.\n\tPleba\u0144ski,\n\tElectromagnetic waves in gravitational fields, <em>Phys.\n\tRev. <\/em><strong>118,\n\t<\/strong>1396\n\t(1960).\n\t<\/li><li>H.\n\tM. Fried and J. Pleba\u0144ski,\n\tA remark on the theory of fermions with higher order derivatives, <em>Il\n\tNuovo Cimento <\/em><strong>18,\n\t<\/strong>884\n\t(1960).\n\t<\/li><li>B.\n\tBertotti and J. Pleba\u0144ski,\n\tTheory of gravitational perturbations in the fast motion\n\tapproximation, Ann. <em>Phys.\n\t<\/em><strong>11,\n\t<\/strong>169\n\t(1960).\n\t<\/li><li>P.\n\tHavas and J. Pleba\u0144ski,\n\tRelativistic dynamics and Newtonian causality, <em>Bull.\n\tAm. Phys. Soc.<\/em><em>\n\t<\/em>II<strong>\n\t5, <\/strong>433\n\t(1960).\n\t<\/li><li>L.\n\tInfeld and J. Pleba\u0144ski,\n\t<em>Motion and\n\tRelativity <\/em>(Pergamon\n\tPress, New York, and PWN, Warszawa, 1960)\n\t<\/li><li>J.\n\tPleba\u0144ski\n\tand J. Ryte\u0144, Projections as observables, <em>Acta\n\tPhys. Polon. <\/em><strong>XX,<\/strong>765\n\t(1961).\n\t<\/li><li>J.\n\tPleba\u0144ski\n\tand J. Ryte\u0144, Coordinate conditions, <em>J.\n\tMath. Phys. <\/em><strong>2,\n\t<\/strong>677\n\t(1961).\n\t<\/li><li>J.\n\tPleba\u0144ski,\n\tOn algebraical properties of skew tensors, <em>Bull.\n\tAcad. Polon. Sci. <\/em>S\u00e9rie\n\tMath. Astr. Phys. <strong>IX,\n\t<\/strong>587\n\t(1961).\n\t<\/li><li>J.\n\tPleba\u0144ski,\n\tOn some applications of algebraical properties of skew tensors,\n\t<em>Bull.\n\tAcad. Polon. Sci. <\/em>S\u00e9rie\n\tMath. Astr. Phys. <strong>IX,\n\t<\/strong>593\n\t(1961).\n\t<\/li><li>S.\n\tBa\u017ca\u0144ski and J. Pleba\u0144ski,\n\tTime, space, gravity and micro-physics, <em>Studia\n\tFilozoficzne, <\/em><strong>4,\n\t<\/strong>3 (1961)<strong>\n\t(in Polish)<\/strong>.\n\t<\/li><li>B.\n\tMielnik and J. Pleba\u0144ski,\n\tA study of geodesic motion in the field of Schwarzschild&#8217;s solution,\n\t<em>Acta Phys.\n\tPolon.<\/em><strong>\n\tXXI, <\/strong>239\n\t(1962).\n\t<\/li><li>J.\n\tPleba\u0144ski,\n\tSpherically symmetric worlds as embedded in a flat space, <em>Bull.\n\tAcad. Polon. Sci. <\/em>S\u00e9rie\n\tMath. Astr. Phys. <strong>IX<\/strong>,\n\t373 (1962).\n\t<\/li><li>C.\n\tPellegrini and J. Pleba\u0144ski,\n\tTetrad fields and gravitational fields, Nordita Publications No. 94,\n\tMat. Fys. Skr. Dan. Vid. Selsk. <strong>2<\/strong>,\n\tno. 4 (Nordita, K\u00f8benhavn,\n\t1963).\n\t<\/li><li>J.\n\tPleba\u0144ski,\n\tS. Ba\u017ca\u0144ski, B. Mielnik, and J. Ryte\u0144, <em>Known\n\tand Unknown. Essays on Theoretical Physics <\/em>(Iskry,\n\tWarszawa, 1963) <strong>(in\n\tPolish)<\/strong>.\n\t<\/li><li>J.\n\tPleba\u0144ski,\n\tTetrads and conservations laws, in <em>Proceedings\n\tof Theory of Gravitation Conference in Warszawa and Jab\u0142onna 25-31\n\tJuly 1962, <\/em>ed.\n\tL. Infeld (Gauthier-Villars, Paris and PWN, Warszawa, 1964), pp.\n\t45-54.\n\t<\/li><li>J.\n\tPleba\u0144ski,\n\tThe algebraic structure of the tensor of matter, <em>Acta\n\tPhys. Polon. <\/em><strong>XXVI<\/strong><em>,\n\t<\/em>963\n\t(1964).\n\t<\/li><li>J.\n\tPleba\u0144ski,\n\tTensorial matrices, <em>Rev.\n\tMex. Hs. <\/em><em><strong>XIII<\/strong><\/em><em>,\n\t<\/em>145\n\t(1964).\n\t<\/li><li>J.\n\tPleba\u0144ski,\n\t<em>Notes from\n\tLectures on General Relativity <\/em>(Monograph\n\tof Cinvestav, M\u00e9xico, 1964).\n\t<\/li><li>J.\n\tPleba\u0144ski,\n\t<em>Lectures\n\ton General Relativistic Spinors I-II (Calculus and Analysis)\n\t<\/em>(Monograph\n\tof Cinvestav, M\u00e9xico, 1964).\n\t<\/li><li>J.\n\tPleba\u0144ski,\n\t<em>Notes from\n\tLectures on Quantum Mechanical Operators <\/em>(Monograph\n\tof Cinvestav, M\u00e9xico, 1964).\n\t<\/li><li>J.\n\tPleba\u0144ski,\n\tThe &#8220;vectorial&#8221; optics of fields with arbitrary spin,\n\trest-mass zero, <em>Acta\n\tPhys. Polon. <\/em><strong>XXVII<\/strong><em>,\n\t<\/em>361\n\t(1965).\n\t<\/li><li>J.\n\tPleba\u0144ski,\n\tConformal geodesic deviations I, <em>Acta\n\tPhys. Polon. <\/em><strong>XXVIII,<\/strong>141\n\t(1965).\n\t<\/li><li>J.\n\tPleba\u0144ski,\n\tLorentz equations in spinorial form, in <em>Perspectives\n\tin Geometry and Relativity. Essays in Honor of V<\/em><em>\u00e1<\/em><em>clav\n\tHlavat<\/em><em>\u00fd<\/em><em>,\n\t<\/em>ed. B.\n\tHoffman (Indiana University Press, Bloomington and London, 1966), pp\n\t310-317.\n\t<\/li><li>J.\n\tPleba\u0144ski,\n\t<em>Non-linear\n\tElectrodynamics. A study <\/em>(Monograph\n\tof Cinvestav, M\u00e9xico, 1966).\n\t<\/li><li>J.\n\tPleba\u0144ski,\n\t<em>On the\n\tGenerators of the N-dimensional Pseudo-unitary and Pseudo-orthogonal\n\tGroups <\/em>(Monograph\n\tof Cinvestav, M\u00e9xico, 1966).\n\t<\/li><li>J.\n\tPleba\u0144ski,\n\t<em>On\n\tConformally Equivalent Riemannian Spaces <\/em>(Monograph\n\tof Cinvestav, M\u00e9xico, 1967).\n\t<\/li><li>J.\n\tPleba\u0144ski\n\tand J. Stachel, Einstein tensor and spherical symmetry, <em>J.\n\tMath. Phys. <\/em><strong>9<\/strong>,\n\t269 (1968).\n\t<\/li><li>I.\n\tBia\u0142ynicki-Birula, B. Mielnik, and J. Pleba\u0144ski,\n\tExplicit solution of the continuous Baker-Campbell-Hausdorff problem\n\tand a new expression for the phase operator, Ann. <em>Phys.\n\t<\/em><strong>51<\/strong>,\n\t187 (1969).\n\t<\/li><li>J.\n\tPleba\u0144ski,\n\tPoisson brackets and commutators, (preprint No. 69, Institute of\n\tPhysics, Nicholas Copernicus University, Toru\u0144, 1969)\n<\/li><\/ol>\n\n\n\n<h4 class=\"has-text-align-center has-accent-color has-text-color\" id=\"1970\">1970-1979<\/h4>\n\n\n\n<ol start=\"63\"><li>\n\tB.\n\tMielnik and J. Pleba\u0144ski,\n\tCombinatorial approach to Baker-Campbell-Hausdorff exponents, Ann.\n\t<em>Inst.\n\tHenri Poincar<\/em><em>\u00e9<\/em><strong>XII<\/strong>,215\n\t(1970).\n\t<\/li><li>J.\n\tPleba\u0144ski,\n\t<em>Lectures\n\ton non-linear electrodynamics <\/em>(Nordita,\n\tCopenhagen, 1970).\n\t<\/li><li>J.\n\tPleba\u0144ski,\n\tSymmetric tensors and the trace operator, <em>Reports\n\ton Math. Phys. <\/em><strong>1<\/strong><em>,\n\t<\/em>87\n\t(1970).\n\t<\/li><li>J.\n\tPleba\u0144ski,\n\tA class of solutions of Einstein-Maxwell equations with the\n\tcosmological constant, in <em>Gravitational\n\tRadiation and Gravitational Collapse <\/em>ed.\n\tC. De Witt-Morette (Reidel, Holland, 1974) pp 188-190.\n\t<\/li><li>J.\n\tF. Pleba\u0144ski,\n\tA class of solutions of Einstein-Maxwell equations, <em>Ann.<\/em>\n\t<em>Phys. <\/em><strong>90,\n\t<\/strong>196\n\t(1975).\n\t<\/li><li>J.\n\tF. Pleba\u0144ski,\n\tType-D metrics, Ann. <em>Acad.\n\tSci. (NY) <\/em><strong>262,\n\t<\/strong>246\n\t(1975).\n\t<\/li><li>S.\n\tHacyan and J. F.Pleba\u0144ski,\n\tSome type III solutions of the Einstein-Maxwell equations, <em>Int.\n\tJ. Theor. Phys. <\/em><strong>14,\n\t<\/strong>319\n\t(1975).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski\n\tand M. Demia\u0144ski, Rotating, charged, and uniformly accelerating\n\tmass in general relativity, <em>Ann.\n\tPhys. <\/em><strong>98,\n\t<\/strong>98\n\t(1976).\n\t<\/li><li>\n\tJ.\n\tPleba\u0144ski,\n\t<em>Spinors,\n\tTetrads, and Forms <\/em>(Monograph\n\tof Cinvestav, M\u00e9xico, 1975).\n\t<\/li><li>J.\n\tF. Pleba\u0144ski\n\tand A. Schild, Complex relativity and double KS metrics, <em>Il\n\tNuovo Cimento <\/em>B<strong>\n\t35, <\/strong>35\n\t(1976).\n\t<\/li><li>\n\t1975XX65\n\tJ. F. Pleba\u0144ski,\n\tSome solutions of complex Einstein equations, <em>J.\n\tMath. Phys. <\/em><strong>16,\n\t<\/strong>2395\n\t(1975).\n\t<\/li><li>J.\n\tF. Pleba\u0144ski,\n\tNull geodesic surfaces and Goldberg-Sachs theorem in complex\n\tRiemannian spaces, <em>J.\n\tMath. Phys. <\/em><strong>16,\n\t<\/strong>2403\n\t(1975).\n\t<\/li><li>\n\tJ.D. Finley\n\tIII and J. F. Pleba\u0144ski,\n\tFurther heavenly metrics and their symmetries, <em>J.\n\tMath. Phys. <\/em><strong>17,\n\t<\/strong>585\n\t(1976).\n\t<\/li><li>J.\n\tF.\n\tPleba\u0144ski\n\tand I.Robinson,\n\tLeft-degenerate vacuum metrics, <em>Phys.\n\tRev. Lett. <\/em><strong>37,\n\t<\/strong>493\n\t(1976).\n\t<\/li><li>S.\n\tHacyan and J. Pleba\u0144ski,\n\tSome basic properties of Killing spinors, <em>J.\n\tMath. Phys. <\/em><strong>17,\n\t<\/strong>2203\n\t(1976).\n\t<\/li><li>J.\n\tD. Finley III\n\tand J.\n\tF. Pleba\u0144ski,\n\tThe intrinsic spinorial structure of hyperheavens, <em>J.\n\tMath. Phys. <\/em><strong>17,\n\t<\/strong>2207\n\t(1976).\n\t<\/li><li>\n\tC.\n\tP. Boyer and J. F. Pleba\u0144ski, Heavens and their integrals\n\tmanifolds, <em>J.\n\tMath. Phys. <\/em><strong>18,\n\t<\/strong>1022\n\t(1977).\n\t<\/li><li>E.\n\tSchmutzer and J. Pleba\u0144ski,\n\tQuantum mechanics in non-inertial frames of reference, <em>Fortschritte\n\tder Physik <\/em><strong>25,\n\t<\/strong>37\n\t(1977).\n\t<\/li><li>\n\tF.\n\tJ. Ernst and J. F Pleba\u0144ski,\n\tKilling structures and complex \u03b5-potentials,\n\t<em>Ann. Phys.\n\t<\/em><strong>107,\n\t<\/strong>266\n\t(1977).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski\n\tand I. Robinson, Left degenerate vacuum metrics, <em>Phys.\n\tRev. Lett., <\/em><strong>37,\n\t<\/strong>(9),\n\t(August 1976), 493-495.\n\t<\/li><li>J.\n\tF. Pleba\u0144ski\n\tand I. Robinson, The complex vacuum metric with minimally\n\tdegenerated conformal structure, in <em>Asymptotic\n\tStructure of Space-Time, <\/em>eds.\n\tF. P. Esposito and L. Witten (Plenum Publishing Corporation, New\n\tYork, 1977) pp. 361-406.\n\t<\/li><li>J.\n\tPleba\u0144ski\n\tand I. Robinson,\n\tComplex space-time with null strings, in <em>Proceedings\n\tof the Cinquieme Colloque International sur les Methodes de la\n\tTheorie des Groupes en Physique, <\/em>Montreal,\n\tJuly 1976 (Academic Press, New York, 1977).\n\t<\/li><li>\n\tA.\n\tGarc\u00eda,\n\tJ.\n\tF. Pleba\u0144ski,\n\tand I. Robinson,\n\tNull strings and complex Einstein-Maxwell fields with cosmological\n\tconstant, Gen. Relativ. Grav. <strong>8,\n\t<\/strong>841-854\n\t(1977).\n\t<\/li><li>\n\tA.\n\tGarc\u00eda D. and J. F. Pleba\u0144ski, Seven parametric type-D solutions\n\tof Einstein-Maxwell equations in the basic left-degenerate\n\trepresentation, <em>Il\n\tNuovo Cimento <\/em>S\u00e9rie\n\t11 <strong>40 <\/strong>B,\n\t224 (1977).\n\t<\/li><li>\n\tJ.\n\tK. Kowalczy\u0144ski and J. F. Pleba\u0144ski,\n\tA few properties of a certain class of degenerate space-times, <em>Int.\n\tJ. Theor. Phys. <\/em><strong>16,\n\t<\/strong>357\n\t(1977).\n\t<\/li><li>J.\n\tK. Kowalczyriski and J. F. Pleba\u0144ski,\n\tMetric and Ricci tensors for a certain class of spacetimes of D\n\ttype, <em>Int.\n\tJ. Th,or. Phys. <\/em><strong>16,\n\t<\/strong>371\n\t(1977).\n\t<\/li><li>\n\tJ.\n\tD. Finley III and J. F. Pleba\u0144ski, Spinorial structure and\n\telectromagnetic hyperheavens, <em>J.\n\tMath. Phys. <\/em><strong>18,\n\t<\/strong>1662\n\t(1977).\n\t<\/li><li>S.\n\tHacyan and J. F. Pleba\u0144ski,\n\tD(1,0) killing structures and \u03b5\n\tpotentials, <em>J.\n\tMath. Phys. <\/em><strong>18,\n\t<\/strong>1517\n\t(1977).\n\t<\/li><li>J.\n\tF. Pleba\u0144ski,\n\tOn the separation of Einsteinian substructures, <em>J.\n\tMath. Phys. <\/em><strong>18,\n\t<\/strong>2511-2520\n\t( 1977).\n\t<\/li><li>J.\n\tStachel and J. Pleba\u0144ski,\n\tClassical particles with spin.\n\tI. The\n\tWKBJ approximation, <em>J.\n\tMath. Phys. <\/em><strong>18,\n\t<\/strong>2368\n\t(1977).\n\t<\/li><li>J.\n\tK. Kowalczy\u0144ski and J.F. Pleba\u0144ski,\n\tProperties of a solution of the Einstein equations with the\n\tcosmological constant, <em>Acta\n\tPhys. Polon. <\/em>B<strong>\n\t8, <\/strong>196\n\t(1977).\n\t<\/li><li>P.\n\tHavas and J. Pleba\u0144ski,\n\tConformal extensions of the Galileo group and their relation to the\n\tSchr\u00f6dinger\n\tgroup, <em>J.\n\tMath. Phys. <\/em><strong>19,\n\t<\/strong>482\n\t(1978).\n\t<\/li><li>A.\n\tP. Boyer and J. F. Pleba\u0144ski,\n\tGeneral relativity and G-structures I. General theory and\n\talgebraically degenerate spaces, <em>Rep.\n\tMath. Phys. <\/em><strong>14,\n\t<\/strong>111\n\t(1978).\n\t<\/li><li>\n\tJ.\n\tD. Finley IIIand J. F.\n\tPleba\u0144ski,\n\tKilling vectors in plane HH spaces, <em>J.\n\tMath. Phys. <\/em><strong>19,\n\t<\/strong>760\n\t(1978).\n\t<\/li><li>J.\n\tF. Pleba\u0144ski\n\tand I.\n\tRobinson,\n\tElectromagnetic and gravitational Hertz potentials, <em>J.\n\tMath. Phys. <\/em><strong>19,\n\t<\/strong>2350\n\t(1978).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski,\n\tType N solutions of <em>G<\/em><sub><em>\u00b5<\/em><\/sub><sub>\u03bd<\/sub><sub><\/sub><em>\n\t= &#8211;<\/em>\u03c1<em>k<\/em><sub><em>\u00b5<\/em><\/sub><em>k<\/em><sub>\u03bd<\/sub>with\n\tnull <em>k<\/em><sub><em>\u00b5<\/em><\/sub>(preprint\n\tCinvestav, 1978).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski, Albert Einstein; en el centenario de su nacimiento,\n\t<em>Ciencia\n\ty Desarrollo, <\/em>No.25\n\t(Mach-April 1979), 5-13.\n\t<\/li><li>\n\tS.\n\tAlarc\u00f3n\n\tG., F.J. Ernst, J. F. Pleba\u0144ski, On the construction of torsion\n\ttheories of gravitation, preprint by Cinvestav, M\u00e9xico\n\t(March 1978).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski and O. Obreg\u00f3n,\n\tPerspectivas en la Biolog\u00eda\n\ty en la Naturaleza; Revista Naturaleza, compiled by Luis Estrada and\n\tJorge Flores, <em>Relatividan\n\ty la Gravitaci\u00f3n, <\/em>57-69\n\t(1978F).\n\t<\/li><li>J.\n\tF. Pleba\u0144ski\n\tand S. Hacyan, Some exceptional electrovac type D-metrics with\n\tcosmological constant, <em>J.\n\tMath. Phys. <\/em><strong>20,\n\t<\/strong>1004\n\t(1979).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski,\n\tThe algebra generated by Hodge&#8217;s star and external differential, <em>J.\n\tMath. Phys. <\/em><strong>20,\n\t<\/strong>1415\n\t(1979).\n\t<\/li><li>\n\tJ.\n\tD. Finley\n\tIII and\n\tJ. F. Pleba\u0144ski,\n\tThe classification of all <em>\u0397<\/em>spaces\n\tadmitting a Killing vector, <em>J.\n\tMath. Phys. <\/em><strong>20,\n\t<\/strong>1938\n\t(1979).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski,\n\tThe nondiverging and nontwisting type D electrovac solutions with <strong>\u03bb<\/strong>,\n\t<em>J.\n\tMath. Phys. <\/em><strong>20,\n\t<\/strong>1946\n\t(1979).\n\t<\/li><li>M.\n\tPrzanowski and J. F. Pleba\u0144ski,\n\tGeneralized Goldberg-Sachs theorems in complex and real space-times.\n\tI,<em>Acta\n\tPhys. Polon. <\/em>B\n\t<strong>10, <\/strong>485\n\t(1979).\n\t<\/li><li>M.\n\tPrzanowski and J. F. Pleba\u0144ski,\n\tGeneralized Goldberg-Sachs theorems in complex and real space-times\n\tII <strong>,\n\t<\/strong><em>Acta\n\tPhys. Polon. <\/em>B\n\t<strong>10,\n\t<\/strong>573\n\t(1979).\n\t<\/li><li>A.\n\tL. Dudley and J. F. Pleba\u0144ski,\n\tSome results concerned with real and complex Einstein dynamics,\n\t<em>Kinam <\/em><strong>1<\/strong><em>,\n\t<\/em>205\n\t(1979).\n<\/li><\/ol>\n\n\n\n<h2 class=\"has-text-align-center has-accent-color has-text-color\" id=\"1980\">1980-1989<\/h2>\n\n\n\n<ol start=\"109\"><li>A.\n\tKrasi\u0144ski and J. Pleba\u0144ski,\n\tn-dimensional complex Riemann-Einstein spaces with 0\n\t(n-1, C)as the\n\tsymmetry group, <em>Rep.Math.\n\tPhys. <\/em><strong>17,\n\t<\/strong>217\n\t(1980).\n\t<\/li><li>J.\n\tF. Pleba\u0144ski\n\tand T. H. Seligman, Partial isometries and quotient structures in\n\tHilbert spaces, <em>Rep.\n\ton Math. Phys. <\/em><strong>17,\n\t<\/strong>437\n\t(1980).\n\t<\/li><li>B.\n\tP. Boyer, J. D. Finley III, and J. F. Pleba\u0144ski,\n\tComplex general relativity, <em>\u0397\n\t<\/em>and\n\t<em>\u0397\n\t\u0397  <\/em>spaces-\n\ta survey of one approach, in <em>General\n\tRelativity and Gravitation. Einstein Memorial Volume, <\/em>ed.\n\tA. Held (Plenum, New York, 1980) vol. 2, pp. 241-281.\n\t<\/li><li>A.\n\tGarc\u00eda D. and J. F. Pleba\u0144ski,\n\tSome type-G solution of electrovac equations, <em>Il\n\tNuovo Cimento <\/em>B\n\t<strong>55, <\/strong>52\n\t(1980).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski,\n\tGroup of diagonal empty space-times, <em>Phys.\n\tRev. Lett. <\/em><strong>45,\n\t<\/strong>303\n\t(1980).\n\t<\/li><li>\n\tH.\n\tSalazar I, A. Garc\u00eda D. and J. F. Pleba\u0144ski,\n\tSimetrias de las soulciones de tipo N sin rotatcion, Boletin 6,\n\tXXIII Congreso S.M.F., (1980), p.83.\n\t<\/li><li>\n\tA.\n\tGarc\u00eda D. and J. F. Pleba\u0144ski,\n\tSoluciones de tipo D de orbitas nulas como transicion limite de las\n\tsolutiones Demia\u0144ski-Pleba\u0144ski, Boletin 4, XXIV Congreso\n\tS.M.F.,(1981), p.58.\n\t<\/li><li>\n\tA.\n\tGarc\u00eda D. and J. F. Pleba\u0144ski,\n\tMetricas Multiexponenciales, Boletin 4, XXIV Congreso S.M.F.,(1981),\n\tp.55.\n\t<\/li><li>\n\tLa\n\tfuncion clave para espacios \u0397\u0397\n\tdegenerados por la derecha, Boletin\n\t4, XXIV Congreso S.M.F.,(1981), p.219.\n\t<\/li><li>J.\n\tD. Finley III\n\tand J.\n\tF. Pleba\u0144ski,\n\tAll algebraically degenerate <em>\u0397\n\t<\/em>spaces,\n\tvia<em>\u0397\n\t\u0397 <\/em>spaces,\n\t<em>J. Math.\n\tPhys. <\/em><strong>22,\n\t<\/strong>667\n\t(1981).\n\t<\/li><li>A.\n\tGarc\u00eda D\u00edaz and J. F. Pleba\u0144ski,\n\tAll non-twisting N&#8217;s with cosmological constant, <em>J.\n\tMath. Phys. <\/em><strong>22,\n\t<\/strong>2655\n\t(1981).\n\t<\/li><li>S.\n\tAlarc\u00f3n\n\tGutierrez, A. L. Dudley, and J. F. Pleba\u0144ski,\n\tSignals and discontinuities in general relativistic nonlinear\n\telectrodynamics, <em>J.\n\tMath. Phys. <\/em><strong>22,\n\t<\/strong>2835\n\t(1981).\n\t<\/li><li>A.\n\tGarc\u00eda D\u00edaz and J. F. Pleba\u0144ski,\n\tAn exceptional type D shearing twisting electrovac with \u03bb,\n\t<em>J.\n\tMath. Phys. <\/em><strong>23,\n\t<\/strong>123\n\t(1982).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski\n\tand A. Garc\u00eda D., Multiexponent Weyl metrics, <em>Phys.\n\tRev. Lett. <\/em><strong>48,\n\t<\/strong>1447\n\t(1982).\n\t<\/li><li>J.\n\tF. Pleba\u0144ski\n\tand G. F. Torres del Castillo, <em>\u0397\n\t\u0397  <\/em>spaces\n\twith an algebraically degenerate right side, <em>J.\n\tMath. Phys. <\/em><strong>23,\n\t<\/strong>1349\n\t(1982).\n\t<\/li><li>A.\n\tGarc\u00eda D. and J. F. Pleba\u0144ski,\n\tSolutions of type D possessing a group with null orbits as\n\tcontractions of the seven-parameter solution, <em>J.\n\tMath. Phys. <\/em><strong>23<\/strong>,\n\t1463 (1982).\n\t<\/li><li>\n\tH.\n\tSalazar I, A. Garc\u00eda D., and J. F. Pleba\u0144ski,\n\tSymmetries of the nontwisting type-N solutions with cosmological\n\tconstant, <em>J.\n\tMath. Phys. <\/em><strong>24,\n\t<\/strong>2191\n\t(1982).\n\t<\/li><li>\n\tC.\n\tB. Boyer and J. F. Pleba\u0144ski,\n\tConformally self-dual spaces and Maxwell&#8217;s equations, <em>Phys.\n\tLett. <\/em>A\n\t<strong>106, <\/strong>125\n\t(1984).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski,\n\tGrassmann-Cartan algebra and Klein-Gordon equations, <em>Int.\n\tJ. Theor. Phys. <\/em><strong>23,\n\t<\/strong>895\n\t(1984).\n\t<\/li><li>\n\t<strong>J.\n\t<\/strong>F.\n\tPleba\u0144ski\n\tand K. R\u00f3zga, The optics of null strings, <em>J.\n\tMath. Phys. <\/em><strong>25,\n\t<\/strong>1930\n\t(1984).\n\t<\/li><li>\n\tC.\n\tL. Pursey and J. F.\n\tPleba\u0144ski,\n\tSymmetries of the Dirac equation, <em>Phys.\n\t<\/em>Rev. D\n\t<strong>29, <\/strong>1848\n\t(1984).\n\t<\/li><li>\n\tC.\n\tP. Boyer and J. F. Pleba\u0144ski,\n\tAn infinite hierarchy of conservation laws and nonlinear\n\tsuperposition principles for self-dual Einstein spaces, <em>J.\n\tMath. Phys. <\/em><strong>26,\n\t<\/strong>229\n\t(1985).\n\t<\/li><li>\n\tC.\n\tF. Torres del Castillo and <strong>J.\n\t<\/strong>F.\n\tPleba\u0144ski, Some simple type D solutions to the Einstein equations\n\twith sources, <em>J.\n\tMath. Phys. <\/em><strong>26,\n\t<\/strong>477\n\t(1985).\n\t<\/li><li>\n\tC.\n\tSalazar\n\tI., A.\n\tGarc\u00eda D., and J.F. Pleba\u0144ski,\n\tDuality rotations and type D solutions of Einstein-Born-Infeld\n\ttheory, <em>Astron.\n\tNachr. <\/em><strong>307,\n\t<\/strong>327\n\t(1986)\n\t<\/li><li>J.\n\tF. Pleba\u0144ski\n\tand L. E. Morales, Exceptional D-type solutions to Einstein&#8217;s\n\tequations with nonlinear electromagnetic sources and \u03bb,\n\t<em>II Nuovo\n\tCimento <\/em>B\n\t<strong>92, <\/strong>61\n\t(1986).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski,\n\tOn conformally flat spaces and cosmological models, in <em>Gravitation\n\tand Geometry. A Volume in Honour of Ivor Robinson, <\/em>eds.\n\tW. Rindler and A. Trautman (Bibliopolis, Naples, 1987) pp. 363-386\n\t<\/li><li>\n\tC.\n\tSalazar I., A. Garc\u00eda D., and J. Pleba\u0144ski,\n\tDuality rotations and type D solutions to Einstein equations with\n\tnonlinear electromagnetic sources, <em>J.\n\tMath. Phys. <\/em><strong>28,\n\t<\/strong>2171\n\t(1987).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski\n\tand M. Przanowski, Generalizations of the quaternion algebra and Lie\n\talgebras, <em>J.\n\tMath. Phys. <\/em><strong>29,\n\t<\/strong>529\n\t(1988).\n\t<\/li><li>\n\tJ.\n\tPleba\u0144ski,\n\tWronskians, geometry, and some general solutions to the nonlinear\n\tLiouville-like PDS&#8217;s, <em>J.\n\tMath. Phys. <\/em><strong>29,\n\t<\/strong>2162\n\t(1988).\n\t<\/li><li>\n\tJ.\n\tPleba\u0144ski,\n\tCompartiendo las Experiencias Sobre la Metodologia de Buenas y Malas\n\tPlaticas, (Opinion didactica), Elementos, Num.10 ano 3, vol.2\n\t(1988), Impreso en M\u00e9xico.\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski,\n\tAlbert Einstein: Perfiles y Perspectivas, Rodriguez\/Hojman\n\t(compiladores), UNAM, Editorial Nueva Imagen. Hojas 17-35, 75-88.\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski and M. Przanowski, Notes on a cross product of\n\tvectors, <em>J.\n\tMath. Phys. <\/em><strong>29,\n\t<\/strong>2334\n\t(1988).\n\t<\/li><li>\n\tJ.\n\tF.\n\tPleba\u0144ski\n\tand M. Przanowski, Null tetrad, spinor and helicity formalisms for\n\tall 4-dimensional Riemannian manifolds I. Null tetrads and spinors,\n\t<em>Acta Phys.\n\tPolon. <\/em>B\n\t<strong>19, <\/strong>805\n\t(1988).\n\t<\/li><li>J.\n\tF. Pleba\u0144ski\n\tand M. Przanowski, On the structure of associative algebras with\n\tconjugation, <em>Bol.\n\tSoc. Mat. Mex. <\/em><strong>33,\n\t<\/strong>1 (1988).\n\t<\/li><li>J.\n\tF. Pleba\u0144ski\n\tand J.\n\tD. Finley III, On linear\n\tunitary transformations of two canonical variables, <em>J.\n\tMath. Phys. <\/em><strong>30,\n\t<\/strong>993\n\t(1989).\n\t<\/li><li>J.\n\tF. Pleba\u0144ski\n\tand M. Przanowski, Two-sided conformally recurrent four-dimensional\n\tRiemannian manifolds, <em>J.\n\tMath. Phys. <\/em><strong>30,\n\t<\/strong>2101\n\t(1989).\n\t<\/li><li>H.\n\tSalazar Ibarguen, A. Garc\u00eda, and J. Pleba\u0144ski,\n\tSignals in nonlinear electrodynamics invariant under duality\n\trotations, <em>J.\n\tMath. Phys. <\/em><strong>30,\n\t<\/strong>2689\n\t(1989).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski\n\tand K. R\u00f3zga, Congruences of totally geodesic surfaces, <em>Class.\n\tQuantum Gray. <\/em><strong>6,\n\t<\/strong>349\n\t(1989).\n<\/li><\/ol>\n\n\n\n<h4 class=\"has-text-align-center has-accent-color has-text-color\" id=\"1990\">1990-1999<\/h4>\n\n\n\n<ol start=\"147\"><li>\n\tA.\n\tR. Guzman Sanchez, M. Przanowski, and J. Pleba\u0144ski,\n\tStable classification of the energy-momentum tensor. Summary, <em>Rev.\n\tMex. Ns. <\/em><strong>36\n\t<\/strong>51, 5159\n\t(1990).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski\n\tand M. Przanowski, The n-dimensional classical Kepler&#8217;s problem\n\t&#8216;without integration&#8217;, Rev. <em>Mex.\n\tF<\/em><em>\u00ed<\/em><em>s.\n\t<\/em><strong>36,\n\t<\/strong>465\n\t(1990).\n\t<\/li><li>J.\n\tF. Pleba\u0144ski\n\tand L. Palacios-Moron, A class of type D metrics, <em>Acta\n\tPhys. Polon. <\/em>B\n\t<strong>21, <\/strong>517\n\t(1990).\n\t<\/li><li>J.\n\tF. Pleba\u0144ski\n\tand M. Przanowski, Comments on twisting type <em>N\n\t<\/em>vacuum\n\tequations, <em>Phys.\n\tLett. <\/em>A\n\t<strong>152, <\/strong>257\n\t(1991).\n\t<\/li><li>A.\n\tR. Guzm\u00e1n\n\tS\u00e1nchez,\n\tJ. F. Pleba\u0144ski,\n\tand M. Przanowski, Deformations of algebraic types of the\n\tenergy-momentum tensor, <em>J.\n\tMath. Phys. <\/em><strong>32,\n\t<\/strong>2839\n\t(1991).\n\t<\/li><li>\n\tJ.\n\tPleba\u0144ski,\n\tM. Mu\u00f1oz,\n\tand T. Matos, Some topological questions on metrics of <em>D\n\t<\/em>type,\n\tRev. <em>Mex.\n\tF<\/em><em>\u00ed<\/em><em>s.\n\t<\/em><strong>38,\n\t<\/strong>1005\n\t(1992).\n\t<\/li><li>\n\tJ.D.\n\tFinley\n\tIII and J.F. Pleba\u0144ski,\n\tEquations for twisting, type-N, vacuum Einstein spaces without a\n\tneed for Killing vectors, <em>J.\n\tGeom. Phys. <\/em><strong>8,\n\t<\/strong>173\n\t(1992).\n\t<\/li><li>J.\n\tF. Pleba\u0144ski\n\tand M. Przanowski, On Rainich-Misner-Wheeler conditions in nonlinear\n\telectrodynamics, in <em>Symmetries\n\tin Physics. <\/em>Proceedings\n\tof the International Symposium Held in Honor of Profesor Marcos\n\tMoshinsky, Cocoyoc, Morelos, M\u00e9xico,\n\tJune 3-7, 1991, eds. A. Frank and K. B. Wolf (Springer-Verlag, New\n\tYork, 1992) pp 213- 221.\n\t<\/li><li>R.\n\tCapovilla and J. Pleba\u0144ski,\n\tSome exact solutions of the Einstein field equations in terms of the\n\tself-dual spin connection, <em>J.\n\tMath. Phys. <\/em><strong>34,\n\t<\/strong>130\n\t(1993).\n\t<\/li><li>\n\tJ.\n\tD. Finley III, J. F. Pleba\u0144ski,\n\tM. Przanowski, and H. Garc\u00eda-Compe\u00e1n,\n\tThe Cauchy-Kovalevski form for the second heavenly equation, <em>Phys.\n\tLett. <\/em>A\n\t<strong>181, <\/strong>435\n\t(1993).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski,\n\tM. Przanowski and H. Garcia-Compe\u00e1n. Departamento de Fisica,\n\tCINVESTAV-IPN, M\u00e9xico, D.F. M\u00e9xico.\n\t<\/li><li>\n\tA.\n\tGarc\u00eda-D\u00edaz, J. F. Pleba\u0144ski,\n\tand N. R. Sibgatullin, On the absence of the Painlev\u00e9\n\tproperty in Petrov type\n\tIII Robinson-Trautman\n\tsolutions, <em>J.\n\tMath. Phys. <\/em><strong>34,\n\t<\/strong>4755\n\t(1993).\n\t<\/li><li>\n\tA.\n\tGarc\u00eda, J. Pleba\u0144ski,\n\tand N. Sibgatullin, That inexhaustible Robinson-Trauman, <em>JETP\n\tMoscow St. Univ. <\/em><strong>77,\n\t<\/strong>14\n\t(1993).\n\t<\/li><li>R.\n\tH. Boyer and J. F. Pleba\u0144ski,\n\tConformal curvature and spherical symmetry, Rev. <em>Mex.\n\tF<\/em><em>\u00ed<\/em><em>s.\n\t<\/em><strong>39,\n\t<\/strong>870\n\t(1993).\n\t<\/li><li>J.\n\tF. Pleba\u0144ski\n\tand M. Przanowski, Duality transformations in electrodynamics, <em>Int.\n\tJ. Theor. Phys. <\/em><strong>33,\n\t<\/strong>1535\n\t(1994).\n\t<\/li><li>\n\tJ.\n\tD. Finley III,\n\tJ. F.\n\tPleba\u0144ski,\n\tand M. Przanowski, Third-order ODEs for twisting type-N vacuum\n\tsolutions, <em>Class.\n\tQuantum Gray. II<\/em><strong>,\n\t<\/strong>157-166\n\t(1994).\n\t<\/li><li>T.\n\tMatos and J. Pleba\u0144ski,\n\tAxisymmetric stationary solutions as harmonic maps, <em>Gen.\n\tRelativ. Gravit. <\/em><strong>26,\n\t<\/strong>477\n\t(1994).\n\t<\/li><li>C.\n\tE. Morales, J. F. Pleba\u0144ski,\n\tand M. Przanowski, Cauchy-Kovalevskaya form of the hyperheavenly\n\tequations with the cosmological constant, Rev. <em>Mex.\n\tPis. <\/em><strong>40,\n\t<\/strong>392\n\t(1994).\n\t<\/li><li>J.\n\tF. Pleba\u0144ski\n\tand M. Przanowski, Evolution hyperheavenly equations, <em>J.\n\tMath. Phys. <\/em><strong>35,\n\t<\/strong>5990\n\t(1994).\n\t<\/li><li>J.\n\tF. Pleba\u0144ski\n\tand M. Przanowski, From self-dual Yang-Mills fields to self-dual\n\tgravity, <em>Acta\n\tPhys. Polon. <\/em>B<strong>\n\t25, <\/strong>1079\n\t(1994).\n\t<\/li><li>H.\n\tGarc\u00eda-Compe\u00e1n, J. F. Pleba\u0144ski,\n\tand M. Przanowski, On self-dual gravity structures on ground ring\n\tmanifolds in two-dimensional string theory, <em>Rev.\n\tMex. Ffs. <\/em><strong>40,\n\t<\/strong>547\n\t(1994).\n\t<\/li><li>J.\n\tF. Pleba\u0144ski,\n\tH. Garc\u00eda-Compe\u00e1n, and A. Garc\u00eda-D\u00edaz, Real Einstein spaces\n\tconstructed via linear superposition of complex gravitational\n\tfields: the concrete case of non-twisting type <em>N\n\t<\/em>solutions,\n\t<em>Class.\n\tQuantum Gray. <\/em><strong>12,\n\t<\/strong>1093\n\t(1995).\n\t<\/li><li>J.\n\tF. Pleba\u0144ski,\n\tAn embedding of a Schwarzschild black hole in terms of elementary\n\tfunctions, <em>Acta\n\tPhys. Polon. <\/em>B<strong>\n\t26, <\/strong>875\n\t(1995).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski\n\tand H.\n\tGarc\u00eda-Compe\u00e1n,\n\tA note on weak \u0397-spaces\n\theavenly equations and their evolution weak heavenly equations, <em>Acta\n\tPhys. Polon. <\/em><strong>B\n\t26, <\/strong>3\n\t(1995).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski\n\tand <strong>H.\n\t<\/strong>Garc\u00eda-Compe\u00e1n,\n\tA q-deformed version of the heavenly equations, <em>Int.\n\tJ. Mod. Phys. <\/em>A\n\t<strong>10, <\/strong>3371\n\t(1995).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski,\n\tM. Przanowski, B. Rajca, and J. Tosiek, The Moyal deformation of the\n\tsecond heavenly equation, <em>Acta\n\tPhys. Polon. <\/em><strong>B\n\t26, <\/strong>889\n\t(1995).\n\t<\/li><li>\n\tH.\n\tGarc\u00eda-Compe\u00e1n, L. E. Morales, and J. F. Pleba\u0144ski,\n\tA Hopf algebra structure in self-dual gravity, Rev. <em>Mex.\n\tF<\/em><em>\u00ed<\/em><em>s.\n\t<\/em><strong>42,\n\t<\/strong>695\n\t(1996).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski\n\tand M. Przanowski, The universal covering of heavenly equations via\n\tWeyl-Wigner-Moyal formalism, in <em>Gravitation,\n\tElectromagnetism and Geometrical Structures. For the <\/em>80<sup>th<\/sup>\n\t<em>Birthday\n\tof A. Lichnerowicz, <\/em>Villa\n\tTruscolana-Frascati (Roma). October 19-23, 1995, ed. G. Ferrarese\n\t(Pitagora Editrice, Bologna, 1996) pp. 15-35.\n\t<\/li><li>\n\tJ.\n\tPleba\u0144ski,\n\tM. Przanowski, and H. Garc\u00eda-Compe\u00e1n,\n\tFrom principal chiral model to self-dual gravity, <em>Mod.\n\tPhys. Lett. <\/em>A\n\t<strong>11, <\/strong>663\n\t(1996).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski\n\tand M. Przanowski, The Lagrangian of a self-dual gravitational field\n\tas a limit of the SDYM Lagrangian, <em>Phys.\n\tLett. <\/em>A\n\t<strong>212, <\/strong>22\n\t(1996).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski,\n\tM. Przanowski, and J. Tosiek, The Weyl-Wigner-Moyal formalism. II.\n\tThe\n\tMoyal bracket, <em>Acta\n\tPhys. Polon. <\/em>B\n\t<strong>27, <\/strong>1961\n\t(1996).\n\t<\/li><li>H.\n\tGarc\u00eda-Compe\u00e1n,\n\tJ. F. Pleba\u0144ski, and M. Przanowski, Further remarks on the chiral\n\tmodel approach to self-dual gravity, <em>Phys.\n\tLett. <\/em>A\n\t<strong>219, <\/strong>249\n\t(1996).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski\n\tand H. Garc\u00eda-Compe\u00e1n, The Lagrangian for a causal curve, <em>Rev.\n\tMex. F<\/em><em>\u00ed<\/em><em>s.\n\t<\/em><strong>43,\n\t<\/strong>634\n\t(1997).\n\t<\/li><li>\n\tH.\n\tGarc\u00eda-Compe\u00e1n, L.E. Morales and J. F. Pleba\u0144ski,\n\tSuperposition of Self-dual and anti-self-dual sectors in the\n\ttopology changing amplitudes, preprint CINVESTAV-Fis 02\/95.\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski and H. Garc\u00eda-Compe\u00e1n, Once again some solutions of\n\tcomplex Einstein equations, preprint CINVESTAV-Fis 04\/95.\n\t<\/li><li>\n\tH.\n\tGarc\u00eda-Compe\u00e1n\n\tand J.\n\tF.\n\tPleba\u0144ski,\n\tOn the Weyl-Wigner-Moyal description of SU(\u221e)\n\tNahm equations, <em>Phys.\n\tLett. <\/em>A\n\t<strong>234,\n\t<\/strong>5\n\t(1997).\n\t<\/li><li>\n\tJ.\n\tD. Finley\n\tIII, J. F.\n\tPleba\u0144ski,\n\tand M. Przanowski, An iterative approach to twisting and diverging\n\tfree, type-N, vacuum Einstein equations: a (third-order) resolution\n\tof Stephani&#8217;s &#8216;paradox&#8217;, <em>Class.\n\tQuantum Gray. <\/em><strong>14,\n\t<\/strong>489\n\t(1997).\n\t<\/li><li>J.\n\tF.\n\tPleba\u0144ski,\n\tR. G. Moreno, and F. J. Turrubiates, Differential forms, Hopf\n\talgebra and general relativity. <em>I,\n\tActa Phys. Polon. <\/em>B\n\t<strong>28, <\/strong>1515\n\t(1997).\n\t<\/li><li>\n\tH.\n\tGarc\u00eda-Compe\u00e1n, J. F. Pleba\u0144ski,\n\tand N. Quiroz-P\u00e8rez,\n\tOn the reduced SU(N) gauge theory in the Weyl-Wigner Moyal\n\tformalism, <em>Int.\n\tJ. Mod. Phys. <\/em>A\n\t<strong>13,\n\t<\/strong>2089-2102\n\t(1998).\n\t<\/li><li>H.Garc\u00eda-Compe\u00e1n,\n\tJ.F.\n\tPleba\u0144ski,\n\tand M. Przanowski, Geometry associated with self-dual Yang-Mills and\n\tthe chiral model approaches to self-dual gravity, <em>Acta\n\tPhys. Polon. <\/em>B\n\t<strong>29,\n\t<\/strong>549\n\t(1998).\n\t<\/li><li>H.\n\tGarc\u00eda-Compe\u00e1n,\n\tO. Obreg\u00f3n,\n\tJ.F.\n\tPleba\u0144ski,\n\tand C. Ramirez (? J. Socorro), Towards a gravitational analogue to <em>S\n\t<\/em>duality\n\tin non-Abelian gauge theories,Phys. <em>Rev.\n\t<\/em>D<strong>\n\t57, <\/strong>7501\n\t(1998).\n\t<\/li><li>J.\n\tF.\n\tPleba\u0144ski,\n\tS.A. Guti\u00e9rrez\n\tand F.J. Ernst, Enviado a la Revista Mexicana de Fisica, (1997).\n\t<\/li><li>J.\n\tF. Pleba\u0144ski and M. Przanowski, A new version of the heavenly\n\tequation, in <em>On\n\tEinstein&#8217;s Path. Essays in Honor of Engelbert Schucking <\/em>ed.\n\tA. Harvey (Springer-Verlag, New York, 1999) pp. 381-405.\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski\n\tand M. Przanowski, Hermite-Einstein four-dimensional manifolds with\n\tsymmetry, <em>Class.\n\tQuantum Gray. <\/em><strong>15,\n\t<\/strong>1721-1735\n\t(1998).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski,\n\tM. Przanowski, and S. Forma\u0144ski, Linear superposition of two type-N\n\tnonlinear gravitons, <em>Phys.\n\tLett. <\/em>A\n\t<strong>246, <\/strong>25\n\t(1998).\n\t<\/li><li>\n\tC.\n\tCastro and J. Pleba\u0144ski,\n\tThe generalized Moyal-Nahm and continuous Moyal-Toda equations, <em>J.\n\tMath. Phys. <\/em><strong>40,\n\t<\/strong>3738\n\t(1999).\n<\/li><\/ol>\n\n\n\n<h2 class=\"has-text-align-center has-accent-color has-text-color\" id=\"2000\">2000-2006<\/h2>\n\n\n\n<ol start=\"193\"><li>\n\tJ.\n\tF. Pleba\u0144ski,\n\tM. Przanowski, and F. J. Turrubiates, Weyl-Underhill-Emmrich\n\tquantization and the Stratonovich-Weyl quantizer, <em>J.\n\tPhys. A.: Math. Gen. <\/em><strong>33,\n\t<\/strong>795\n\t(2000).\n\t<\/li><li>H.\n\tGarc\u00eda-Compe\u00e1n, J. F. Pleba\u0144ski,\n\tM. Przanowski, and F. J. Turrubiates, Deformation quantization of\n\tbosonic strings, <em>J.\n\tPhys. A: Math. Gen. <\/em><strong>33,\n\t<\/strong>7935\n\t(2000).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski,\n\tM. Przanowski, J. Tosiek, and F. J. Turrubiates, Remarks on\n\tdeformation quantization on the cylinder, <em>Acta\n\tPhys. Polon. <\/em>B\n\t<strong>31, <\/strong>561\n\t(2000).\n\t<\/li><li>\n\tP.\n\tNurowski and J. F. Pleba\u0144ski, Non-vacuum twisting type-N metrics,\n\t<em>Class.\n\tQuantum Gray. <\/em><strong>18,\n\t<\/strong>341\n\t(2001).\n\t<\/li><li>\n\tH.\n\tGarc\u00eda-Compe\u00e1n and J. F. Pleba\u0144ski,\n\tD-branes on group manifolds and deformation quantization, <em>Nucl.\n\tPhys. <\/em>B\n\t<strong>618, <\/strong>81\n\t(2001).\n\t<\/li><li>\n\tH.\n\tGarc\u00eda-Compe\u00e1n, J. F. Pleba\u0144ski,\n\tM. Przanowski, and F. J. Turrubiates, Deformation quantization of\n\tclassical fields, <em>Int.\n\tJ. Mod. Phys. <\/em>A\n\t<strong>14, <\/strong>2533\n\t(2001).\n\t<\/li><li>J.\n\tF. Pleba\u0144ski,\n\tM. Przanowski, and F. J. Turrubiates, Induced symplectic connection\n\ton the phase space, <em>Acta\n\tPhys. Polon. <\/em>B\n\t<strong>32, <\/strong>3-15\n\t(2001).\n\t<\/li><li>C.\n\tPrzanowski, J. F. Pleba\u0144ski,\n\tand S. Forma\u0144ski, Integrability of SDYM equations for the Moyal\n\tbracket Lie algebra in <em>Exact\n\tSolutions and Scalar Fields in Gravity: Recent Developments.\n\t<\/em>Proceedings\n\tof Mexican Meeting in Honor of Heinz Dehnen&#8217;s 65th Birthday and\n\tDietrich Kramer&#8217;s 60<sup>th<\/sup>\n\tBirthday M\u00e9xico City, October 1-6, 2000, eds. A. Mac\u00edas,\n\tJ. L.Cervantes-Cota, and C. L\u00e4mmerzahl\n\t(Kluwer Academic, Plenum Publishers, New York, 2001) pp. 77-87\n\t<\/li><li>C.\n\tPrzanowski, J. F. Pleba\u0144ski,\n\tand S. Forma\u0144ski, Deformation quantization of SDiff(\u03a3<sup>2<\/sup>)\n\tSDYM equation, in <em>Developments\n\tin Mathematical and Experimental Physics. &#8211; Vol. A. Cosmology and\n\tGravitation. <\/em>Proceedings\n\tof the First Mexican Meeting on Mathematical and Experimental\n\tPhysics, September 10-14, 2001, in M\u00e9xico City, M\u00e9xico, eds. A.\n\tMac\u00edas,\n\tF. Uribe, and E. D\u00edaz (Kluwer Academic Publishers, New York, 2002)\n\tpp. 201213\n\t<\/li><li>\n\tH.Garc\u00eda-Comperin,\n\tJ. F. Pleba\u0144ski,\n\tM. Przanowski and F. J. Turrubiates, Deformation quantization of\n\tgeometric quantum mechanics, <em>J.\n\tPhys. A.: Math. Gen. <\/em><strong>35,\n\t<\/strong>4301\n\t(2002).\n\t<\/li><li>J.\n\tF. Pleba\u0144ski,\n\tM. Przanowski, and F. J. Turrubiates, Matrix representation of the\n\tgeneralized Moyal algebra, <em>Acta\n\tPhys. Polon. <\/em>B\n\t<strong>33,\n\t<\/strong>575\n\t(2002).\n\t<\/li><li>\n\tJ.\n\tF. Pleba\u0144ski\n\tand M. Przanowski, On vacuum twisting type-N again, in <em>Revisiting\n\tthe Foundations of Relativistic Physics . Festschrift in Honor of\n\tJohn Stachel, <\/em>eds.\n\tA. Ashtekar <em>et\n\tal. <\/em>(Kluwer\n\tAcademic Publishers, Dordrecht, 2003) pp. 361-373\n\t<\/li><li>\n\tJ.\n\tPleba\u0144ski\n\tand A. Krasinski, An <em>Introduction\n\tto General Relativity and Cosmology, <\/em>(Cambridge\n\tUniversity Press, Cambridge 2006).\n<\/li><\/ol>\n\n\n\n<h2 class=\"has-text-align-center has-accent-color has-text-color\" id=\"typescripts\">Typescripts<\/h2>\n\n\n\n<ul><li>&#8220;Notes from lectures on general relativity, Part I: Mathematical introduction&#8221;, Mexico 1964.<\/li><li>&#8220;On conformally equivalent Riemannian spaces&#8221;, Mexico 1967. &#8211;  contains, for example, complete formulas for conformal transformations of Minkowski spaces.<\/li><li>&#8220;Lectures on non-linear electrodynamics: an extended  version of lectures given by Jerzy Pleba\u0144ski at the Niels Bohr Institute and Nordita, Copenhagen in October 1968; Nordisk Institut for Teoretisk Atomfysik.&#8221;, <em>Nordita<\/em>, 1970.<\/li><li>&#8220;Spinors, tetrads and forms&#8221;, part I, Mexico , ca. 1973. <\/li><li> &#8220;Spinors, tetrads and forms&#8221;, part II, Mexico , ca. 1975.  <\/li><\/ul>\n","protected":false},"excerpt":{"rendered":"<p>Go to publications from years: 1950-1959 1960-1969 1970-1979 1980-1989 1990-1999 2000-2005 typescripts 1950-1959 J. Pleba\u0144ski, Nonlinear electrodynamics and elementary laws, Bull. Acad. Polon. Sci. Cl. III, I, 34&#8230;<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":[],"_links":{"self":[{"href":"http:\/\/plebanski.fuw.edu.pl\/index.php\/wp-json\/wp\/v2\/pages\/23"}],"collection":[{"href":"http:\/\/plebanski.fuw.edu.pl\/index.php\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"http:\/\/plebanski.fuw.edu.pl\/index.php\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"http:\/\/plebanski.fuw.edu.pl\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/plebanski.fuw.edu.pl\/index.php\/wp-json\/wp\/v2\/comments?post=23"}],"version-history":[{"count":12,"href":"http:\/\/plebanski.fuw.edu.pl\/index.php\/wp-json\/wp\/v2\/pages\/23\/revisions"}],"predecessor-version":[{"id":377,"href":"http:\/\/plebanski.fuw.edu.pl\/index.php\/wp-json\/wp\/v2\/pages\/23\/revisions\/377"}],"wp:attachment":[{"href":"http:\/\/plebanski.fuw.edu.pl\/index.php\/wp-json\/wp\/v2\/media?parent=23"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}