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ELLIPTIC EQUATION
, 2003
"... Recovery of a support of a source term in an elliptic equation by ..."
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Recovery of a support of a source term in an elliptic equation by
Elliptic Equations
"... V V)%AV '* The Cauchy problem for various types of second order nonlinear elliptic equations is considered. A substitution veu in the equation leads to a perturbed equation whose solution is compared to an appropriate solution of an unperturbed second order linear elliptic equation obtained ..."
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V V)%AV '* The Cauchy problem for various types of second order nonlinear elliptic equations is considered. A substitution veu in the equation leads to a perturbed equation whose solution is compared to an appropriate solution of an unperturbed second order linear elliptic equation obtained
Elliptic equations
"... Let K be a field. In general, an elliptic curve over K is a nonsingular projective cubic curve over K with at least one Krational point. Hence, it has the equation of the form ..."
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Let K be a field. In general, an elliptic curve over K is a nonsingular projective cubic curve over K with at least one Krational point. Hence, it has the equation of the form
SEMILINEAR ELLIPTIC EQUATIONS
"... a uniform estimate for positive solutions of semilinear elliptic equations ..."
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a uniform estimate for positive solutions of semilinear elliptic equations
elliptic equations in
"... Uniqueness theorems for parabolic equations and Martin boundaries for ..."
Existence of radial ground states for quasilinear elliptic equations
 Adv. Differential Equations
"... elliptic equations ..."
On the elliptic equation
 7x,(aij(x)~x, )k(x)U+ K(x)uP=O, Proc. AMS
, 1985
"... of solutions for a mean field ..."
Solvability conditions for some systems of nonlinear nonFredholm elliptic equations
 Disc., Nonlin. and Complex
"... elliptic equations ..."
space for the Cauchy problem for an elliptic equation.
, 2007
"... Tikhonov regularization by a reproducing kernel Hilbert spacefortheCauchyproblem for an elliptic equation by ..."
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Tikhonov regularization by a reproducing kernel Hilbert spacefortheCauchyproblem for an elliptic equation by
Quasilinear elliptic equations . . .
 NONLINEAR DIFFERENTIAL EQUATIONS AND APPLICATIONS NODEA
, 1998
"... The existence of nontrivial solutions of quasilinear elliptic equations at critical growth is proved. The solutions are obtained by variational methods: as the corresponding functional is nonsmooth, the analysis of PalaisSmale sequences requires suitable generalizations of the techniques involved i ..."
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The existence of nontrivial solutions of quasilinear elliptic equations at critical growth is proved. The solutions are obtained by variational methods: as the corresponding functional is nonsmooth, the analysis of PalaisSmale sequences requires suitable generalizations of the techniques involved
Results 1  10
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