Show
23 citations
related to Differential equations
Show
23 citations
related to Differential equations as a subject or category
Description Term used during the period 2002-present
Article
Kenji Iohara; Philippe Malbos
(2021)
Maurice Janet’s algorithms on systems of linear partial differential equations.
Archive for History of Exact Sciences
(pp. 43-81).
(/isis/citation/CBB226796701/)
Article
Andrea Sacchetti
(2020)
Francesco Carlini: Kepler's Equation and the Asymptotic Solution to Singular Differential Equations.
Historia Mathematica
(pp. 1-32).
(/isis/citation/CBB588160769/)
Book
Alberto Cogliati
(2020)
Ars inveniendi.
(/isis/citation/CBB525882872/)
Article
Aleksandar Nikolić
(2018)
Karamata Functions and Differential Equations: Achievements from the 20th Century.
Historia Mathematica
(pp. 277-299).
(/isis/citation/CBB728454472/)
Article
Michel Roland
(2018)
What Synergy between Mathematics and Physics is Feasible or Imaginable at Different Level of Education?.
Transversal: International Journal for the Historiography of Science
(pp. 100-132).
(/isis/citation/CBB750019912/)
Chapter
Nicola Amoruso
(2017)
Symmetry or differential equations: adding a case study on conformal field theory.
In: Società Italiana degli Storici della Fisica e dell’Astronomia: Atti del XXXVI Convegno annuale / Proceedings of the 36th Annual Conference
(pp. 301-306).
(/isis/citation/CBB554632999/)
Article
Jonathan H.P. Dawes
(2016)
After 1952: The Later Development of Alan Turing's Ideas on the Mathematics of Pattern Formation.
Historia Mathematica
(pp. 49-64).
(/isis/citation/CBB325258092/)
Article
Tournès, Dominique
(2012)
Diagrams in the Theory of Differential Equations (Eighteenth to Nineteenth Centuries).
Synthese
(pp. 257-288).
(/isis/citation/CBB001211481/)
Article
Xu, Meizhen; Wang, Wanyi
(2011)
The Early Development of the Ordinary Differential Operators Theory in China: An Interview with Professor Cao Zhijiang.
Chinese Journal for the History of Science and Technology
(p. 540).
(/isis/citation/CBB001221353/)
Article
Roque, Tatiana
(2011)
Stability of Trajectories from Poincaré to Birkhoff: Approaching a Qualitative Definition.
Archive for History of Exact Sciences
(p. 295).
(/isis/citation/CBB001034292/)
Article
Lubet, Jean-Pierre
(2010)
Calcul symbolique et calcul intégral de Lagrange à Cauchy.
Revue d'Histoire des Mathématiques
(p. 63).
(/isis/citation/CBB001033635/)
Article
Agnewa, Alfonso F.; Bobeb, Alexandru; Boskoffb, Wladimir G.; et al.
(2009)
Gheorghe Titeica and the Origins of Affine Differential Geometry.
Historia Mathematica
(p. 161).
(/isis/citation/CBB000953038/)
Article
Guilbaud, Alexandre; Jouve, Guillaume
(2009)
La résolution des équations aux dérivées partielles dans les Opuscules mathématiques de D'Alembert (1761--1783).
Revue d'Histoire des Mathématiques
(p. 59).
(/isis/citation/CBB000954345/)
Article
Jouve, Guillaume
(2008)
Le rôle de d'Alembert dans les débuts d'une étude programmatique des équations aux dérivées partielles (1760--1783).
Bollettino di Storia delle Scienze Matematiche
(p. 167).
(/isis/citation/CBB000933174/)
Article
Demidov, Serge S.
(2008)
D'Alembert et la notion de solution des équations différentielles aux dérivées partielles.
Bollettino di Storia delle Scienze Matematiche
(p. 155).
(/isis/citation/CBB000933173/)
Article
Kitaev, D. B.
(2008)
N. D. Brashman on the Development of the Theory of Differential Equations.
VIET: Voprosy Istorii Estestvoznaniia i Tekhniki
(pp. 163-165).
(/isis/citation/CBB000930355/)
Chapter
Petitgirard, Loïc
(2006)
Poincaré, Précurseur du “chaos”?.
In: Du nouveau dans les sciences: recueil issu du séminaire Lyon-Grenoble d'histoire et de philosophie des sciences
(p. 417).
(/isis/citation/CBB001024284/)
Article
Chen, Minghui; Deng, Mingli
(2005)
Philosophical Reflections on Qualitative Theory and Stability Theory of Ordinary Differential Equations.
Ziran Kexueshi Yanjiu (Studies in the History of Natural Sciences)
(p. 45).
(/isis/citation/CBB000502038/)
Article
Ferraro, Giovanni
(2004)
Differentials and Differential Coefficients in the Eulerian Foundations of the Calculus.
Historia Mathematica
(p. 34).
(/isis/citation/CBB000410838/)
Chapter
Paty, Michel
(2004)
L'élément différentiel de temps et la causalité physique dans la dynamique de d'Alembert.
In: De Zénon d'Elée à Poincaré: recueil d'études en hommage à Roshdi Rashed
(p. 391).
(/isis/citation/CBB000650857/)
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