Vous avez cherché: julia differential equations (Espagnol - Anglais)

j. differential equations , 106(2): 257â 293, 1993.
54 (2002), no. 2

j. differential equations 106 (1993), no. 2, 416â 436.
6 (2012), no. 2

(2009), dynamical systems, differential equations and applications.
158 (2009), no. 3 158 (2009), no. 2

analysis situs in connection with correspondendes and differential equations, 4.
analysis situs in connection with correspondendes and differential equations, 4.

ann. differential equations 28 (2012), no. 1, 105â 114. 34k13
1 (1994), no. 1

j. dynam. differential equations 28 (2016), no. 2, 533â 566.
1 (2007), no. 3 1 (2007), no. 2

comm. partial differential equations 12 (1987), no. 12, 1389â 1430.
12 (2005), no. 3 12 (2005), no. 2

mayers, "numerical solution of partial differential equations, an introduction".
mayers, "numerical solution of partial differential equations, an introduction".

the definition of solutions of linear partial differential equations by boundary conditioins, 2.
the definition of solutions of linear partial differential equations by boundary conditions, 2.

nodea nonlinear differential equations appl. 23 (2016), no. 2, 23:8.
17 (2014), no. 2

evans, "partial differential equations", american mathematical society, providence, 1998.
evans, "partial differential equations", american mathematical society, providence, 1998.

ann. differential equations 28 (2012), no. 1, 58â 64. 34b18 (34b10)
1 (1994), no. 5

the efe, being non-linear differential equations for the metric, are often difficult to solve.
the efe, being non-linear differential equations for the metric, are often difficult to solve.

ann. differential equations 28 (2012), no. 2, 186â 193. 34k13 (34d09 34k40)
2 (2006), no. 1

this set of partial differential equations forms the basis for modern electromagnetics, including the wireless transmission of electrical energy.
this set of partial differential equations forms the basis for modern electromagnetics, including the wireless transmission of electrical energy.

* arnold, v. i., "lectures on partial differential equations", springer 2004, 2nd edition, pg.
* arnold, v. i., "lectures on partial differential equations", springer 2004, 2nd edition, pg.

== enlaces externos ==* partial differential equations: exact solutions at eqworld: the world of mathematical equations.
== external links ==* partial differential equations: exact solutions at eqworld: the world of mathematical equations.

finite difference, finite element and pseudo-spectral methods are used to approximate the solution to the partial differential equations which arise.
finite difference, finite element and pseudo-spectral methods are used to approximate the solution to the partial differential equations which arise.

elementary solutions of partial differential equations and greens functions), online*"leçons de géométrie élémentaire", 2 vols.
elementary solutions of partial differential equations and greens functions), online*"leçons de géométrie élémentaire", 2 vols., paris, colin, 1898, 1906 (eng.

==general mathematical properties==mathematically, multipole expansions are related to the underlying rotational symmetry of the physical laws and their associated differential equations.
multipole expansions are related to the underlying rotational symmetry of the physical laws and their associated differential equations.