Publication: El Análisis Infinitesimal en Euler
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2009
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Instituto de España
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C. Boyer, The History of the Calculus and its conceptual development. Dover Pub., New York, 1959.
C. Boyer, Historia de la Matemática. Alianza Universidad Textos, 94. Alianza Editorial, 1986.
C. Boyer, The foremost textbook of modern times. En Selected papers on Calculus. T. M. Apostol, Ed. The Mathematical Association of America, Belmont, 1969.
F. Cajori, Discussion of Fluxions: from Berkeley to Woodhouse. American Math. Monthly 24 (1917), 145-154.
W. Dunham, Euler, the master of us all. The Dolciani mathematical expositions No. 22. The Mathematical Association of America, 1999.
L. Euler, Introducción al análisis de los infinitos. Edición a cargo de A. J. Durán y F. J. Pérez. SAEM «Thales» y Real Sociedad Matemática Española. Sevilla, 2000.
G. H. Hardy, Divergent series. 2nd. Edition. Chelsea Pub. Co., 1991
H. Lebesgue, Sur les fonctions représentables analytiquement. J. Math. Pures Appl., 1 (1905), 139-216.
J. R. Newman, Sigma, el mundo de las matemáticas, Vol 1. Eds. Grijalbo, Barcelona, 1968.
C. E. Sandifer, The early mathematics of Leonhard Euler. The Mathematical Association of America, Washington, 2007.
D. J. Struik (ed.), A source book in mathematics, 1200-1800. Harvard Univ. Press, Cambridge, Mass. 1969.
V. S. Varadarajan, Euler through time: a new look at old themes. American Mathematical Soc., Providence, 2006.