Search Results - Karakostas, G.L.

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  1. 1
    Sufficient conditions for the existence of nonnegative solutions of a nonlocal boundary value problem

    Sufficient conditions for the existence of nonnegative solutions of a nonlocal boundary value problem by Karakostas, G.L., Tsamatos, P.Ch

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  2. 2
    Slowly Varying Solutions of the Difference Equation

    Slowly Varying Solutions of the Difference Equation by Karakostas, G.L., Stević†, S.

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  3. 3
    On a Nonlocal Boundary Value Problem at Resonance

    On a Nonlocal Boundary Value Problem at Resonance by Karakostas, G.L., Tsamatos, P.Ch

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  4. 4
    Nonlocal boundary vector value problems for ordinary differential systems of higher order

    Nonlocal boundary vector value problems for ordinary differential systems of higher order by Karakostas, G.L., Tsamatos, P.Ch

    Published in Nonlinear analysis
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  5. 5
    Multiple positive solutions for a functional second-order boundary value problem

    Multiple positive solutions for a functional second-order boundary value problem by Karakostas, G.L., Mavridis, K.G., Tsamatos, P.Ch

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  6. 6
    Existence Results for Some n-Dimensional Nonlocal Boundary Value Problems

    Existence Results for Some n-Dimensional Nonlocal Boundary Value Problems by Karakostas, G.L., Tsamatos, P.Ch

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  7. 7
    On the difference equation x n +1 = Af(xn ) + f(x n −1)

    On the difference equation x n +1 = Af(xn ) + f(x n −1) by Karakostas, G.L., Stević †, S.

    Published in Applicable analysis
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  8. 8
    Triple solutions for a nonlocal functional boundary value problem by leggett-williams theorem

    Triple solutions for a nonlocal functional boundary value problem by leggett-williams theorem by Karakostas, G.L., Mavridis, K.G., Tsamatos, P.CH

    Published in Applicable analysis
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  9. 9
    A Boundary Value Problem for Operator Equations in Hilbert Spaces

    A Boundary Value Problem for Operator Equations in Hilbert Spaces by Karakostas, G.L., Palamides, P.K.

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  10. 10
    A programming package for the study of high angle grain boundaries by using TEM

    A programming package for the study of high angle grain boundaries by using TEM by Bleris, G.L., Karakostas, Th, Delavignette, P.

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  11. 11
    A programming package for the study of high angle grain boundaries by using TEM

    A programming package for the study of high angle grain boundaries by using TEM by Bleris, G.L., Karakostas, Th, Delavignette, P.

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  12. 12
    A H=27 coincidence grain boundary in a Cu-Ni alloy

    A H=27 coincidence grain boundary in a Cu-Ni alloy by KARAKOSTAS, T, BLERIS, G.L, ANTONOPOULOS, J.G, DELAVIGNETTE, P

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