[1] Aguda, B. (2001) The cell cycle, presented, 3rd World Congress of Nonlinear Analysts, July 2000, Catania, Italy.
[2] Angay, M. C., (1996) On the Symmetries and Probability Distributions of Oscillations, Generalized Limit and Derivative and Applications, Master’s thesis, Institute of Mathematical Sciences and Physics, University of the Philippines Los Baños, 1996.
[3] Ankeny, N.C. (1952) The insolubility of sets of Diophantine equations in the rational numbers, Proc. Nat. Acad. Sci. U.S.A., 38, 880 – 884.
[4] Ankeny, N. C. and Erdös, P. (1954) The Insolubility of classes of Diophantine equations, Amer. J. Math., 76, pp. 480 – 496.
[5] Astronomy (a) August 1995, (b) January 2001, (c) June 2002.
[6] Atsukovsky, V.A., General ether-dynamics. Simulation of the matter structures and fields on the basis of the ideas about the gas-like ether. Energoatomizdat, Moscow, 1990 (in Russian).
[7] Bhaskar, T. G., Kovak, D., Lakshmikantham V. (2006) The Hybrid Set Theory, Nonlinear Analysis; C-Series, Hybrid Systems and Applications.
[8] Benacerraf, P. and Putnam, H. (1985) Philosophy of Mathematics, Cambridge University Press, Cambridge, 52 - 61.
[9] Berg, P. W. and McGregor, T. L. (1966) Partial Differential Equations, Holden Day, San Francisco.
[10] Brania, A, Sambandham, M., Symbolic Dynamics of the Shift Map in R*, Proc. 5th International Conference on Dynamic Systems and Applications 5(2008), 68 – 72.
[11] Cohen, P. J. (1966) Set Theory and the Continuum Hypothesis, W. A. Benjamin, Amsterdam.
[12] Corporate Mathematical Society of Japan, Kiyosi Itȏ, Encyclopedic Dictionary of Mathematics (2nd ed.), MIT Press, Cambridge, MA. 1993.
[13] Davies, P. C. and Brown, J. (1988) Superstring: A Theory of Everything? Cambridge University Press, New York.
[14] Davies, P. J. and Hersch, R. (1981) The Mathematical Experience, Birkhäuser, Boston.
[15] Discover, (a) Feb. 1996, 38 – 45, (b) July 1999, 76 - 82, (c) Nov. 1998, 66 – 75; (d) Dec. 1999.
[16] Edgar, G. A. Measure, Topology and Fractal Geometry, Springer-Verlag, New York, 1990.
[17] (a) Encarta CD Electronic Encyclopedia, 1998, (b) Guinness Book of Records, 2001.
[18] Escultura, E. E. (1989) Composite Graphing, Inversion and other graphic techniques, Matimyas Matematika, 12(1), 54 – 67.
[19] Escultura, E. E. (1991) Introduction to Qualitative Control Theory, Kalikasan, Manila.
[20] Escultura, E. E. (1992) The mathematics of singularities, Trans. National Academy of Science and Technology, XIV, Manila, 141 – 153.
[21] Escultura, E. E. (1993) Diophantus: Introduction to Mathematical Philosophy (With Probabilistic Solution of Fermat and Other Applications), Kalikasan, Manila.
[22] Escultura, E. E. (1993) Superstring dynamics, Supplemen, 26(1) Institut, Teknologi, Bandung, 1993, 118 – 124.
[23] Escultura, E. E. (1996) Probabilistic mathematics and applications to dynamic systems including Fermat's last theorem, Proc. 2nd International Conference on Dynamic Systems and Applications, May 1999, Atlanta, 147 – 152.
[24] Escultura, E. E., The solution of the gravitational n-body problem, Nonlinear Analysis, Series A: Theory, Methods and Applications, 30(8), Dec. 1997, 521 – 532.
[25] Escultura, E. E. (1997) Exact solutions of Fermat's equation (Definitive resolution of Fermat’s last theorem, 5(2), 227 – 2254.
[26] Escultura, E. E. (1999) Superstring loop dynamics and applications to astronomy and biology, J. Nonlinear Analysis, 35(8), 1999, 259 – 285.
[27] Escultura, E. E. (1999) Recent verification and applications, Proc. 2rd International Conf.: Tools for Mathematical Modeling, St. Petersburg, vol. 4, 74 – 89.
[28] Escultura, E. E. (2000) Set-valued differential equations and applications to quantum gravity, Mathematical Research, Vol. 6, 2000, St. Petersburg, 58 – 69.
[29] Escultura, E. E. (2001) From macro to quantum gravity, J. Problems of Nonlinear Analysis in Engineering Systems, 7(1), 56 – 78.
[30] Escultura, E. E. (2001) Quantum gravity, Proc. 3rd International Conference on Dynamic Systems and Applications, Atlanta, 201 – 208.
[31] Escultura, E. E. (2001) Turbulence: theory, verification and applications, J. Nonlinear Analysis, 47(2001), 5955 – 5966.
[32] Escultura, E. E. (2001) Vortex Interactions, J. Problems of Nonlinear Analysis in Engineering Systems, Vol. 7(2), 30 – 44.
[33] Escultura, E. E. (2001) Chaos, turbulence and fractal, Indian J. Pure and Applied Mathematics, 32(10), 1539 – 1551.
[34] Escultura, E. E. (2002) The mathematics of the new physics, J. Applied Mathematics and Computations, 130(1), 145 – 169.
[35] Escultura, E. E. (2003) Mathematics as representation of thought: The theory of intelligence and evolution, Indian J. Pure and Applied Mathematics, 33(1), 111 – 129.
[36] Escultura, E. E. (2003) The new mathematics and physics, J. Applied Mathematics and Computation, 138(1), 127 – 149.
[37] Escultura, E. E. (2003) Macro and quantum gravity and the dynamics of cosmic waves, J. Applied Mathematics and Computation, 139(1), 23 – 36.
[38] Escultura, E. E. (2001) The mathematics of chaos, turbulence, fractal and tornado breaker, deflector and aborter, Proc. Symposium on Development through Basic Research, National Research Council of the Philippines, University of the Philippines, 1 – 13.
[39] Escultura, E. E. (2002) Extending the reach of computation, Applied Mathematics Letters, Applied Mathematics Letters 21(10), 2007, 1074-1081.
[40] Escultura, E. E., The Unified Theory of Evolution, invited paper by the International Journal of Biological Sciences and Engineering.
[41] Escultura, E. E., Global geology and oceanography, invited paper by the International Journal of Earth Sciences and Engineering.
[42] Escultura, E. E., (2002) Columbia: the crossroads for science, to appear, GJNA.
[43] Escultura, E. E., (2003) Dynamic Modeling and Applications, Proc. 3rd International Conference on Tools for Mathematical Modeling, State Technical University of St. Petersburg, St. Petersburg.
[44] Escultura, E. E., (2004) Problems and Unanswered Questions of physics and their resolution, Nonlinear Analysis and Phenomena, I(1), 1 – 26.
[45] Escultura, E. E., The new real number system and discrete computation and calculus, Neural, Parallel and Scientific Computation, 17 (2009), 59 – 84.
[46] Escultura, E. E., (2005) Dynamic Modeling of Chaos and Turbulence, Proc. 4th World Congress of Nonlinear Analysts, Orlando, June 30 – July 7, 2004; Nonlinear Analysis, Volume 63, Issue 5-7, 1 November 2005, e519-e532.
[47] Escultura, E. E., (2005). The theory of everything, Nonlinear Analysis and Phenomena, II(2), 1 – 45.
[48] Escultura, E. E., (2006) Foundations of Analysis and the New Arithmetic,
Nonlinear Analysis and Phenomena, January 2006.
[49] Escultura, E. E., The Pillars of the new physics and some updates, Nonlinear Studies, 14(3), 2007, 241 – 260.
[50] Escultura, E. E., The physics of the mind, accepted, The Journal of the Science of Healing Outcome.
[51] Escultura, E. E., Genetic alteration, modification and sterilization with applications to the treatment of genetic diseases, accepted, The Journal of the Science of Healing Outcomes.
[52] Escultura, E. E., The generalized integral as dual of Schwarz distribution, in press, Nonlinear Studies.
[53] Escultura, E. E., The origin and evolution of biological species, accepted, The Journal of the Science of Healing Outcome.
[54] Escultura, E. E., (2007) Dynamic Modeling and the new mathematics and physics, Neural, Parallel and Scientific Computations, 15(4), 2007, 527 – 538.
[55] Escultura, E. E., The grand unified theory, contribution to the Felicitation Volume on the occasion of the 85th birth anniversary of Prof. V. Lakshmikantham: Nonlinear Analysis: TMA, 69(3), 2008, 823 – 831.
[56] Escultura, E. E., The mathematics of the grand unified theory, Nonlinear Analysis, Series A: TMA, 71 (2009) e420 – e431.
[57] Escultura, E. E., Dynamic and mathematical models in physic, Proc. 5th International Conference on Dynamic Systems and Applications, June 30 – July 5, 2007, Atlanta, 164 – 169.
[58] Escultura, E. E., Dynamic Modeling of Chaos and Turbulence, NA, TMA, 63(5-7), 2004, e519 – e532.
[59] Escultura, E. E., The basic concepts and dynamics of quantum gravity with applications, in press, Nonlinear Studies
[60] Escultura, E. E., Qualitative model of the atom, its components and origin in the early universe, Nonlinear Analysis: Real World Applications, 11 (2009), 29 – 38.
[61] Escultura, E. E. Bhaskar, T. G.; Leela, S., Laksmikantham, V., Revisiting the hybrid real number system, J. Nonlinear Analysis, C-Series: Hybrid Systems, May 2009, 3, 2, pp. 101 – 107.
[62] Escultura, E. E., Qualitative modeling for complex systems, in press, Problems of Nonlinear Analysis in Engineering Systems.
[63] E.E. Escultura, By-passing chaos with a theory of turbulence and development, Finance Stochastics (Perez, D. Bonzo, eds), World Scientific, London, 2001.
[64] E.E. Escultura. Probability Distribution In Mathematics, The Philippine Statistician. 40. 1-2 & 3-4. 1991, 47 – 56.
[65] Escultura, E. E., The theory of intelligence and evolution, Indian Journal of Pure and Applied Mathematics, 33(1), 2003, 111 – 129.
[66] Español, J., The spiral and oscillation, Special Problem, Institute of Mathematical Sciences and Physics, University of the Philippines Los Baños, 1996.
[67] Falconer, K. J. (1986) The Geometry of Fractal Sets, Cambridge University Press, Cambridge.
[68] Feix, M. (1992) Rapport d'activite du 01 Juillete, 1990 au 01 Juillet 1992, Centre National De la Recherches Sci. (Phys. Math., Modélisation et simulation.), Lyons.
[69] Fleming, W. H. and Young, L. C. ( 1956) Representation of generalized surfaces as mixtures, Rens. Cir. Mat. 5(2), 117 – 144.
[70] Gerlovin, I. L. (1990) The Foundations of United Theory of Interactions in a Substance, Leningrad: Energoattomizdat
[71] Gleick, J. (1988) Chaos: Making a New Science, Penguin Books, New York
[72] Gödel, K. (1931) On formally undecidable propositions of Principia Mathematica and related systems, Monatshefte für Mathematik und Physik, Springer-Verlag, Vol. 38, 173 – 198.
[73] Gödel, K. (1934) On undecidable propositions of formal mathematical systems, Lectures, Institute for Advanced Study, Princeton.
[74] Gödel, K. (1933) On intuitionistic arithmetic and number theory, Ergebnisse eines mathematischen Kollquiums, Heft 4, 34 - 38 (translation).
[75] Gödel, K.(1933) On the length of proofs, Ergebnisse eines mathematischen Kollquiums, Heft 7, 23 – 38 (translation).
[76] Gödel, K. (1946) Remarks before the Princeton bicentennial conference on problems in mathematics.
[77] Gödel, K. (19 April 1935) An unsolvable problem of elementary number theory, presented to the American Mathematical Society.
[78] Gödel, K. (1930) The completeness of the axioms of the functional calculus of logic, a rewritten version of Gödel’s Ph.D. dissertation at the University of Vienna.
[79] Gödel, K. (23 October 1930) Some mathematical results on completeness and consistency, On formally undecidable propositions of Principia mathematica and related systems I, and On completeness and consistency; this is the main paper received by the Vienna Academy of Sciences for publication on 17 November 1930; an abstract was presented to the Academy by Hans Hahn.
[80] Goonatilake, S. (1984) Aborted Discovery: Science and Discovery in the Third World, Zed Books, London.
[81] Gudkov, V. V. (1995) Existence of a traveling wave solution for multicomponent systems, differential equations, 31(1), 1995.
[82] Gudkov, V. V. (1996) The explicit form of the wave solutions of the evolutionary equations, Comp. Math. Phys. 36(3), 135 – 340.
[83] Gudkov, V. V. (1999) Geometrical properties of matrix solutions of Klein-Gordon equations, J. Phy. A: Math. Gen.
[84] Gudkov, V. V. (1997) A family of exact traveling wave solutions to nonlinear evolution and wave equations., J. Math. Phys. 1997, 37(12), 959 – 985.
[85] Gudkov, V. V. (1997) New types of wave solutions to the general nonlinear Klein-Gordon equation, Comp. Math. and Math. Phys., 37(5), 584 – 589.
[86] Gudkov, V. V. (1998) A family of the spiral solutions of the nonlinear Klein-Gordon equation, Vilnius: Technica, Vol 3, 98 – 103.
[87] Gudkov, V. V. (1998) Helical solutions for a model of electron transport in molecular systems, Proc. Latvian Academy of Sciences, Section B, 52, No. 5(598), 248 – 250.
[88] Gudkov, V. V. (2000) Matrix sol. of diffusion equation, Nonlinear Analysis, 3(2002), 161 – 164.
[89] Gudkov, V. V. (2000) Torus as a gerometrical image of a family of matrix solutions of the nonlinear Klein-Gordon equation, accepted, Nonlinear Analysis.
[90] Gudkov, V. V. and Escultura, E. E. (2001) Mathematical models on the way from superstring to photon, Nonlinear Analysis: Real World Applications, 3(2002), 375 – 382.
[91] Gudkov, V. V. and Escultura, E. E. Qualitative and computational models of the atom, to appear, GJNA.
[92] Guevara, A. P. et al (1999) Introduction to College Physics and Chemistry, Learning Resource Center, University of the Philippines.
[93] Hawking, S. (1989) A Brief History of Time, Bantam Press, London.
[94] Henle, J. M. (1999), Non-nonstandard analysis, The Mathematical Intelligencer, Springer-Verlag, 21(1), 67 – 73.
[95] Horgan, H. (Oct. 1993) The death of proof, Scientific American, 74 – 82.
[96] Jesudason, C. G., Jesudason, C. G., Some consequences of an analysis of the Kelvin-Clausius entropy formulation based on traditional axiomatics, Entropy, 5, 2003, 252 – 270.
[97] Jesudason, C. G., Fundamentals of non-equilibrium thermodynamics II: Derivation of minimum entropy production principles. Ind. J. Pure & Applied Physics 29 9-18 (1991).
[98] Jesudason, C. G., A General Variational Principle with an Application to the Kelvin Thermoelectric equations ANALELE UNIVERSITATII DIN TIMISOARA SERIA STIINTE FIZICE 37 (Romania) 8-17 (1998).
[99] Jesudason, C. G., Simple Variational Principle.I. Theory and Application to Thermoelectric Phenomena, Asian Journal of Physics, .9(1), 1-14 (2000).
[100] Jesudason, C. G., Variation principles applied to non-equilibrium processes. J. of Physical Science 2 136-156 (Univ. Sains Malaysia) (1991).
[101] Jesudason, C. G., Recoverable systems: A quantum statistical thermodynamic study. Ind. J. Pure & Applied Phy 29 163-183 (1991).
[102] Jesudason, C. G., Experimental Evidence for variation in electronic chemical potential with size of the metal substrate in a reversible electrode in Proceedings of the International Meeting on Frontiers of Physics 1998 (Edited by S. Chia and D.A. Bradley), World Scientific, Singapore, 2000) 494-498.
[103] C. G. Jesudason, Fundamentals of non-equilibrium thermodynamics, III: Applications to systems with new results Ind. J. Pure & Applied Physics 29 88-101 (1991).
[104] Jesudason, C. G., Thermodynamics of Fourier-like radiative conduction heat currents, and equilibrium temperature gradients. Indian J. Physics 72(B) (1) 1-15 (1998).
[105] Jesudason, C. G.,Brief on new heat-work energy interchange principle with applications to standard states and reaction rates, Nonlinear Analysis and Phenomena 2(2) 47-68 (2005).
[106] Jesudason, C. G., The Clausius inequality: implications for nonequilibrium thermodynamic steady states with NEMD corroboration, Nonlinear Analysis (Elsevier), 63(5-7) pp e541-e553 (2005).
[107] Jesudason, C. G., Fundamentals of non-equilibrium thermodynamics I. Critique of the Benofy and Quay theory of the steady state Ind. J. Pure & Applied Physics 28 632- 637 (1990).
[108] Jesudason, C. G., New Reaction Kinetic Model Derived from Molecular Dynamics Simulation Data on Non-linearity of Rate Coefficients and Their Relation to Activity Coefficients, ASM Sci. J. 1(1), 7-18 (2007).
[109] Jesudason, C. G., Fundamentals of non-equilibrium thermodynamics II:
Derivation of minimum entropy production principles. Ind. J. Pure & Applied Physics 29 9-18 (1991).
[110] Jesudason, C. G., Recoverable systems : A quantum statistical thermodynamic study. Ind. J. Pure & Applied Phy 29 163-183 (1991).
[111] Jesudason, C. G., Analysis of open system Carnot cycle and state functions”, Nonlinear Analysis- Real World Applications 5(4) 695-710 (2004).
[112] Jesudason, C. G., Fundamentals of non-equilibrium thermodynamics II:
Derivation of minimum entropy production principles. Ind. J. Pure & Applied Physics 29 9-18 (1991).
[113] Kaku, M. (1988) Introduction to Superstrings, Springer-Verlag, New York.
[114] Kaku, M and Thompson, J. (1995) Beyond Einstein, Anchor Books, New York.
[115] Kline, M. (1980) Mathematics: The Loss of Certainty, Oxford University Press, New York.
[116] Krylov, B. V., Shehegelov, B. F., Mathematical methods in the physiology of sensory Systems, Book of Abstracts, 2nd International Conference on Tools for Mathematical Modeling, 14 - 19 June 1999, St. Petersburg, Russia.
[117] Lakatos, I. (1976) Proofs and Refutations (J. Worral and E. Zahar, eds.), Cambridge University Press, Cambridge.
[118] Lakshmikantham, V. (1998) The origin of mathematics, Nonlinear Studies, 5(2), pp. 255 – 257.
[119] Lakshmikantham, V. (2007) Hybrid theory, Nonlinear Analysis 67(2007), 2769 – 2783.
[120] Lakshmikantham, V., Escultura, E. E. and Leela, S. The Hybrid Grand Unified Theory, 2009, Atlantis, Paris.
[121] Lee, P. Y. and Chew, T. S. (1990) Integration of highly oscillatory functions in the plane, Proc., Asian Math.Conf., Hongkong, 276 – 279.
[122] McShane, E. J. (1940) Necessary conditions in generalized curve problems of the calculus of variations, Duke Math. J. 7, 1 – 27.
[123] McShane, E. J. (1940) Existence theorems for Bolza problems in the calculus of variations, Duke Math. J. 7, 8 – 61.
[124] McShane, E. J. (1940) Curve-space topologies associated with variational problems, Ann. Scuola Norm. Super Pisa, 9(2), 45 – 50.
[125] McShane, E. J. (1950) A metric in the space of generalized curves. Ann. of Math., 52(2), pp. 328 – 349.
[126] McShane, E. J. (1967) Relaxed controls and variational problems, J. SIAM Ser. A, Control 5, 438 – 485.
[127] Merchbacher E. (1970) Quantum Mechanics, 2nd ed., John Wiley & Sons, Inc. New York.
[128] Moriyasu, K. (983) An Elementary Primer Gauge Theory, World Scientific, Singapore.
[129] Nature, March 27, 2003 (light echo traveling 4 – 7 light years in 7 months , faster than c).
[130] New Scientist, (a) Cannibalism by giant galaxies, 12 July 1997, 28 – 32; (b) Fractal universe, November 1999, 23 - 26.
[131] Nieper, H. A. (1983) Revolution in Technology, Medicine and Society, Management Interessengemeinschaft für Tachyon-Feld-Energie, Odenburg, FRG.
[132] Osipenko, G. S., Pokrovsky, A. N., Krylov, B. V., Plakhova, V. B., Math. Modeling of pain sensation, Book of Abstracts, 2nd International Conference on Mathematical Modeling, 14 - 19 June 1999, St. Petersburg, Russia, p. 96.
[133] Our Solar System, A Reader’s Digest Young Families Book, Joshua Morris Publishing, Inc.,
Westport, CT, 1998.
[134] Peat, F. D. (1970) Superstring and the Search for Theories of Everything, Abacus, London.
[135] Pendick D. Fires in the Sky, Earth, June 1996, 20, 62 – 64.
[136] Pericastri, M. (1974) On Fermat's last theorem. Reine Angew. Math., 265(11), 142 – 144.
[137] Pickover, C. A. (1998) Chaos and Fractals, Elsevier Science, Amsterdam.
[138] Pokrovsky, A. N. Small parameters in neuron models, Book of Abstracts, 2nd International Conference on Tools for Mathematical Modeling, 14 - 19 June 1999, St. Petersburg, Russia.
[139] Pokrovsky, A. N. (1989) Biofizika, 34(400) (on potentiation of the synapses).7
[140] Pokrovsky, A. N. (1996) Mathematical model of the neural network memorizing the time interval, Biofizika, 41(5), 1102 – 1101.
[141] Pontrjagin, L. S., Boltyanskii, V. G., Gamkrelidze, R. V. and Mischenko, E. F. (1962) The Mathematical Theory of Optimal Processes, K. N. Trirogoff (Tran.), L. W. Neustadt (Ed.), Interscience Publishers, New York.
[142] Postelnicu, T. (2000) Fractal and non-fractal growth of biological cell systems, presented, 3rd World Congress of Nonlinear Analysts, Catania, Italy, submitted, Nonlinear Analysis.
[143] Powell, B. (Nov. 1978) Proof of a special case of Fermat's last theorem, Amer. Math. Monthly 85, 750 – 751.
[144] Ridpath, I. (1999) Atlas of Stars and Planets London, George Philip Ltd., London.
[145] Robinson, A. (1966) Nonstandard Analysis, North Holland, Amsterdam.
[146] Royden, H. L. (1983) Real Analysis, MacMillan, 3rd ed., New York.
[147] Science, Ultraenergetic particles, 281(5379), Aug. 1998, 241 – 242.
[148] Science, Watching the universe’s second biggest bang, 283(5410), March 1999, 2013 – 2014.
[149] Science, Glow reveals early star nurseries, 281(5375), July 1998, 332 – 333.
[150] Science, Galaxy’s oldest stars shed light on Big Bang (hydrogen, helium lithium and others no heavier than boron), 282(5382), 1428 – 1429.
[151] Science, (a) Cosmic motion revealed, 282(5397), December 1998, 2156 – 2157; (b) No backing off from accelerating universe, 282(5392), Nov. 98, 1248 – 1249.
[152] Science, (a) Weighing in on neutrino mass, 280, 1689 – 1691; (b) Neutrinos weigh in, 282(5397), December 1998, 2158 – 2159; (c) Search for neutrino mass is a big stretch for three labs, 283(5405), February 1999, 928 – 929.
[153] Science, New clues to the habits of heavy weights (black holes at craters of galaxies), 283(5401), 480 – 481.
[154] Science, Pluto: The planet that never was, 283(5399), January 1999.
[155] Science, (a) Science, Starbirth, gamma blast hint at active early Universe, 282(5395), December, 1998, 1806; (b) Gamma burst promises celestial reprise, 283(5402), January 1999, 616; (c) Powerful cosmic rays tied to far off galaxies, 282(5391), Nov. 1998, 1969 – 1971 (100 million times reached in largest particle accelerators), 1023.
[156] Science, The mystery of the migrating galaxy clusters, 283(5402), January 1999, 625 – 626.
[157] Scientific American, (a) April 1983, 708 – 745; May 1999; (b) June 1999, 30 – 37.
[158] Scientific American, (a) April 1995, 11 – 14; (b) Dec. 2000, 46 – 51, 68 – 75.
[159] Shoenfield, J. R. (1967) Mathematical Logic, Addison-Wesley Publishing Company, Reading.
[160] Smolin, L., The Trouble With Physics, Penguin Books, New York, 2008.
[161] Smoot, G. and Davidson, K. (1988) Wrinkles in Time, Avon Books, New York, 1988.
[162] Steen, I. A. and Servach Jr., J. A. (1970) Counter-examples in Topology, Springer-Verlag, New York.
[163] (a) The Earth Atlas, (b) The Oceans Atlas, Dorling Kindersley, London, 1994.
[164] The Great Discoveries, Time Books, 2001.
[165] Trippi, R. R. (1995) Chaos & Nonlinear Dynamics, Financial Markets, Irwin.
[166] Tuckerman, B. (1971) The 24th Mersenne prime, Proc. Nat. Acad. Sci. U.S.A., 68, 2319 – 2320.
[167] Vandivier, H. S. (1946) Fermat's's last theorem, Amer. Math. Monthly, 53, 555 – 578.
[168] Wiles, A. (1995) Modular Elliptic curves and Fermat's last theorem, Annals of Mathematics, 141(3), 443 – 551.
[169] Wiles, A. and Taylor, R. (1995) Ring-theoretic properties of certain Hecke algebras, Ann. Math. 141(3), 553 – 572.
[170] Young, L. C. (1933) Approximations by polygons, Proc. Roy. Soc. A 141, 325 – 341.
[171] Young, L. C. (1937) Generalized curves and the existence of an attained absolute Minimum in the calculus of variations, Camp. Rend. Soc. Sci. Letter., Varsovie, Cl III, 30, 211 – 234.
[172] Young, L. C. (1938) Necessary conditions in the calculus of variations, Acta Math., 69, 239 – 258.
[173] Young, L. C., Generalized surfaces in the calculus of variations:
I. Generalized Lipschitzian surfaces, Annals of Mathematics, 43(2), June 1942, 84 – 103.
II. Mean surfaces and the theory of the problem f(x,y,p,q)dxdy = Min., Annals of Mathematics, 43(3), July 1942, 530 – 544.
[174] Young, L. C. (1948) Some applications to of the Dirichlet integral to the theory of surfaces, Trans. Amer. Math. Soc., 64, 317 – 335.
[175] Young, L. C. (1951) Surfaces paramétriques généralisées, Bull. Soc. Math. France, 79, 59 – 85.
[176] Young, L. C. (1955) On Generalized surfaces of finite topological types, Memoirs of the AMS, Philadelphia.
[177] Young, L. C. (1962) Contours on generalized and extremal varieties, J. Math. Mech. 11, 615 – 646.
[178] Young, L. C. (1964) Generalized varieties as limits, J. Math. Mech. 673 – 92.
[179] Young, L. C. (1965) A theory of boundary values, Proc., London Math. Soc., (3), 14A, 300 – 314.
[180] Young, L. C. (1969) Lectures on the Calculus of Variations and Optimal Control Theory, W. B. Saunders, Philadelphia.
[181] Young, L. C. (1980) Mathematicians and Their Times, North-Holland, Amsterdam.
[182] Young, L. C. and Nowosad, P. (1983) Generalized curve approach to elementary particles, JOTA, 41(1), 261 – 273.
[183] Zeigler, B. P. “An Introduction to Calculus” Course Based on DEVS: Implications of a Discrete Reformulation of Mathematical Continuity, presented at the International Conference on Simulation in Education ICSiE’05, January 23 – 25, New Orleans, USA.
[184] Zeigler, B.P. “Continuity and Change (Activity) are Fundamentally Related in DEVS Simulation of Continuous Systems”, Keynote Talk at AI, Simulation and Planning AIS’04, October 4 – 6, Kor.
ЖЖЖЖЖЖЖ