Add to ORKGWe consider the following nonlinear eigenvalue problem: (1) (p(x)u')' + λf(x, u) = 0, 0 ≤ x ≤ 1, (2) a₀u(0) – a₁u'(0) =0, |a₀| + |a₁| ≠ 0, (3) b₀u(1) + b₁u'(1) =0, |b₀| + |b₁| ≠ 0
Eigenvalue problems of the form x″ = -λf (x+) + μg (x-), x (0) = 0, x (1)&n...
We consider the Dirichlet eigenvalue problem $$ -mathop{ m div}(| abla u|^{p-2} abla u ) =lambda ...
We consider the linear eigenvalue problem −∆u = λV (x)u, u ∈ D1,2 0 (Ω), and its nonlinear generaliz...
Eigenvalue problems of the form x” = −λf(x+ ) + μg(x− ), x‘(a) = 0, x'...
The nonlinear eigenvalue problem Lu+f(x,u)=λu in (a,b) , with u(a)=u(b)=0 , where Lu=−(p(x)u ′ ) ′ ...
The nonlinear eigenvalue problem Lu+f(x,u)=λu in (a,b) , with u(a)=u(b)=0 , where Lu=−(p(x)u ′ ) ′ ...
The nonlinear eigenvalue problem Lu+f(x,u)=λu in (a,b) , with u(a)=u(b)=0 , where Lu=−(p(x)u ′ ) ′ ...
In this thesis we study the nonlinear eigenvalue problem of the form −u′′(x) = λf(u(x)) for 0 < ...
We seek non-trivial solutions (u, λ)∊ C1([0, l])×[0,∊), with u(x)≧0 for all x∊[0,1], of the nonlinea...
A nonlinear eigenvalue problem is generally described by an equation of the form F(λ, x) = 0, where ...
A nonlinear eigenvalue problem is generally described by an equation of the form F(λ, x) = 0, where ...
A nonlinear eigenvalue problem is generally described by an equation of the form F(λ, x) = 0, where ...
We seek non-trivial solutions (u, λ)∊ C1([0, l])×[0,∊), with u(x)≧0 for all x∊[0,1], of the nonlinea...
We seek non-trivial solutions (u, λ)∊ C1([0, l])×[0,∊), with u(x)≧0 for all x∊[0,1], of the nonlinea...
We seek non-trivial solutions (u, λ)∊ C1([0, l])×[0,∊), with u(x)≧0 for all x∊[0,1], of the nonlinea...
Eigenvalue problems of the form x″ = -λf (x+) + μg (x-), x (0) = 0, x (1)&n...
We consider the Dirichlet eigenvalue problem $$ -mathop{ m div}(| abla u|^{p-2} abla u ) =lambda ...
We consider the linear eigenvalue problem −∆u = λV (x)u, u ∈ D1,2 0 (Ω), and its nonlinear generaliz...
Eigenvalue problems of the form x” = −λf(x+ ) + μg(x− ), x‘(a) = 0, x'...
The nonlinear eigenvalue problem Lu+f(x,u)=λu in (a,b) , with u(a)=u(b)=0 , where Lu=−(p(x)u ′ ) ′ ...
The nonlinear eigenvalue problem Lu+f(x,u)=λu in (a,b) , with u(a)=u(b)=0 , where Lu=−(p(x)u ′ ) ′ ...
The nonlinear eigenvalue problem Lu+f(x,u)=λu in (a,b) , with u(a)=u(b)=0 , where Lu=−(p(x)u ′ ) ′ ...
In this thesis we study the nonlinear eigenvalue problem of the form −u′′(x) = λf(u(x)) for 0 < ...
We seek non-trivial solutions (u, λ)∊ C1([0, l])×[0,∊), with u(x)≧0 for all x∊[0,1], of the nonlinea...
A nonlinear eigenvalue problem is generally described by an equation of the form F(λ, x) = 0, where ...
A nonlinear eigenvalue problem is generally described by an equation of the form F(λ, x) = 0, where ...
A nonlinear eigenvalue problem is generally described by an equation of the form F(λ, x) = 0, where ...
We seek non-trivial solutions (u, λ)∊ C1([0, l])×[0,∊), with u(x)≧0 for all x∊[0,1], of the nonlinea...
We seek non-trivial solutions (u, λ)∊ C1([0, l])×[0,∊), with u(x)≧0 for all x∊[0,1], of the nonlinea...
We seek non-trivial solutions (u, λ)∊ C1([0, l])×[0,∊), with u(x)≧0 for all x∊[0,1], of the nonlinea...
Eigenvalue problems of the form x″ = -λf (x+) + μg (x-), x (0) = 0, x (1)&n...
We consider the Dirichlet eigenvalue problem $$ -mathop{ m div}(| abla u|^{p-2} abla u ) =lambda ...
We consider the linear eigenvalue problem −∆u = λV (x)u, u ∈ D1,2 0 (Ω), and its nonlinear generaliz...