History and Hermeneutics for Mathematics Education
Storia
ed Ermeneutica per la Didattica della Matematica
Institutiones Analyticae by Chelucci (1755)
Le Institutiones Analyticae di
Chelucci (1755)
Paulini a S. Josepho (P. Chelucci) (1755), Institutiones analyticæ earumque usus in Geometria, Gessari, Napoli
Index.
Definitiones
(pp. 1-2).
Caput I. De
Calculo Integrorum (pp. 3-18).
Caput II. De
Calculo Fractorum (pp. 19-33).
Appendix.
De Fractionibus Decimalibus (pp. 34-42).
Caput III. De
Calculo Exponentiali (pp. 43-68).
Caput IV. De
Calculo Radicali (pp. 69-102).
Caput V. De
Aequationibus simplicibus (pp. 103-137).
Caput VI. De
Aequationibus compositis (pp. 138-171).
Caput VII. De
Resolutione aequationum compositarum, quae radices rationales habent (pp.
172-185).
Caput VIII. De
Aequationibus Quadraticis (pp. 186-211).
Caput IX. De
Aequationibus Cubicis (pp. 212-255).
Caput X. De
Aequationibus biquadraticis, & aliis altiurum graduum (pp. 256-293).
Caput XI. De
limitibus radicum, earumque approximatione (pp. 294-313).
Caput XII. De
Geometrica Constructione Aequationum (pp. 314-337).
Appendix.
De constructione Problematum solidorum (pp. 338-361).
See moreover:
Si veda inoltre:
L’Hospital, G. de (1716), Analyse
des infiniment petits, Papillon, Paris (II ed.).
Newton, I. (1740), Le methode des fluxions et
des suites infinites, Debure, Paris (I ed.: 1736).
Riccati,
V. (1752), De
usu motus tractorii in constructione Aequationum Differentialium Commentarius,
Lelio della Volpe, Bologna.
Euler,
L. (1787) Institutiones
Calculi Differentialis cum eius usu in Analysi Finitorum ac Doctrina Serierum,
I, II, Galeati, Pavia (II ed.; I ed.: 1755).
Euler,
L. (1796), Introduction
a l’Analyse Infinitésimale, I, II, Barrois, Paris (I ed. in French).
Brunacci,
V. (1804), Corso
di Matematica sublime, I, II, Allegrini, Firenze.
Lagrange, J.L. (1813), Théorie des
fonctions analytiques, Courcier, Paris.
Cauchy, A.L. (1836), Vorlesungen uber die Differenzialrechung,
Meyer, Braunschweig.
Lacroix, S.F. (1837), Traité
elementaire du Calcul Différentiel et du Calcul Intégral, Bachelier, Paris
(V ed.).
De Morgan, A. (1842), The
differential and integral Calculus, Baldwin and Cradock,
Carmichael, R. (1855), A
Treatise on the Calculus of Operations, Longman, Brown, Green and Longmans,
Sturm, Ch. (1868), Cours d’Analyse, I, II,
Gauthier-Villars, Paris.
Carnot, L.N.M. (1881), Réflections
sur la métaphisique du Calcul Infinitésimal, Gauthier-Villars, Paris (I
ed.: 1797).
Laurent, H. (1885-1887-1888), Traité
d’Analyse, I, II, III, Gauthier-Villars, Paris.
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