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    On a class of perturbed conservation laws

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    Natalini, R.; Tesei, A.. (1991). On a class of perturbed conservation laws. Retrieved from the University Digital Conservancy, https://hdl.handle.net/11299/1679
    Elsevier - Publisher Connector
    University of Minnesota Digital Conservancy
    Archivio della ricerca- Università di Roma La Sapienza

    Asymptotic stability results for a system of diffusion equations

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    Oberwolfac
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    Archivio della ricerca- Università di Roma La Sapienza

    Approximation results for Volterra integro-partial differential equations

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    Crossref
    Archivio della ricerca- Università di Roma La Sapienza

    Local properties of solutions of a semilinear elliptic equation with inverse-square potential

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    Crossref
    Archivio della ricerca- Università di Roma La Sapienza

    On some nonlinear evolution equations in quantum field theory

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    Crossref
    Archivio della ricerca- Università di Roma La Sapienza

    Asymptotic stability results for a quasilinear diffusion equation

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    Archivio della ricerca- Università di Roma La Sapienza

    Time periodic solutions of a degenerate parabolic problem

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    Archivio della ricerca- Università di Roma La Sapienza

    Nonexistence of global nonnegative solutions to quasilinear parabolic inequalities

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    Archivio della ricerca- Università di Roma La Sapienza

    Istituzioni di analisi superiore

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    Archivio della ricerca- Università di Roma La Sapienza

    Stability properties for partial Volterra integro-differential equations

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    Archivio della ricerca- Università di Roma La Sapienza
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