Francine Diener

Laboratoire de Mathématiques, Université de Nice Pare Valrose, NICE cedex 02, F-06108 France

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Simplified Models for the Mammalian Circadian Clock

Jean-Paul Comet,Gilles Bernot,Aparna Das,Francine Diener,Camille Massot,Amélie Cessieux

Procedia Computer Science, (2012): 127-138

Cited by6EIBibtex

Optimal phenotypic plasticity in a stochastic environment minimises the cost/benefit ratio

Patrick Coquillard, Alexandre Muzy,Francine Diener

Ecological Modelling, (2012): 28-36

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The steady-state phase distribution of the motor switch complex model of Halobacterium salinarum

Ricardo C.H. del Rosario,Francine Diener,Marc Diener,Dieter Oesterhelt

Mathematical Biosciences, no. 2 (2009): 117-126

Cited by3EIWOSBibtex

Sauts des Solutions des Équations $\varepsilon \ddot x = f(t,x,\dot x)$

Francine Diener

Siam Journal on Mathematical Analysis, (2006)

Bibtex

Asymptotics of the price oscillations of a European call option in a tree model

Francine Diener,MARC Diener

MATHEMATICAL FINANCE, no. 2 (2004): 271-293

Cited by32Bibtex

Ducks and rivers: three existence results

Francine Diener,Marc Diener

(1995)

Cited by3Bibtex

Retard à la bifurcation : du local au global

Bernard Candelpergher,Francine Diener,Marc Diener

(1990)

Cited by5Bibtex

Nonstandard Analysis and its Applications: SOME ASYMPTOTIC RESULTS IN ORDINARY DIFFERENTIAL EQUATIONS

Francine Diener, Marc Diener

(1988)

Cited by5Bibtex

Equations Surquadratiques et Disparition des Sauts

Francine Diener

SIAM JOURNAL ON MATHEMATICAL ANALYSIS, no. 5 (1988): 1127-1134

Cited by2Bibtex

Jumps of solutions of the equations εx″=f(t,x,.-x-)

Francine Diener

SIAM Journal on Mathematical Analysis, no. 3 (1986): 533-559

Cited by4EIBibtex

Sauts des Solutions des Équations $\varepsilon \ddot x = f(t,x,\dot x)$

Francine Diener

SIAM JOURNAL ON MATHEMATICAL ANALYSIS, no. 3 (1986): 533-559

Bibtex

A Pedestrian Proof of the Hopf-Bifurcation Theorem

Francine Diener,Marc Diener

North-Holland Mathematics Studies, (1985)

EIBibtex

Chasse au canard (première partie)

Benoît E, Jean Louis Callot,Francine Diener,Markus K Diener

Collectanea Mathematica, (1981)

Cited by47Bibtex

Chasse au canard: Ie partie

Francine Diener,Marc Diener

Collectanea Mathematica, (1981)

Bibtex

Les équations $εx'' + (X2 - 1 ) x’[s] + x = a$

Francine Diener

Collectanea Mathematica, (1978)

Bibtex

Feuilletages de Briot et Bouquet

Francine Diener

Collectanea Mathematica, (1977)

Bibtex

Title Special Functions and River Phenomenon (Mathematical Models in Functional Equations)

Francine Diener,Franck Michel

Bibtex

Maximal delay

Francine Diener,Marc Diener

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Francine DienerBinding

Papers18 papers

Francine Diener