Previous |  Up |  Next

Article

References:
[1] D. R. Adams: A note on Riesz potentials. Duke Math. J. 42 (1975), 765-778. MR 0458158 | Zbl 0336.46038
[2] S. Campanato: Appunti dell Corso di Analisi Ѕupeгiore. Quaderno 1°, Anno accademico 1965-66, Università di Pisa.
[3] L. Carleson: Ѕelected problems on exceptional sets. Van Nostrand 1967. MR 0225986
[4] B. B. Гpyшuн: Cвязь мeждy лoкaльными и глoбaльными cвoйcтвaми peшeний гипoeллиптичecкиx ypaвнeний c пocтoянными кoeфициeнтaми. Matem. sbornik 66 (108 (1965), 525 - 550.
[5] U. Hamann: Eigenschaften von Potentialen bezüglich elliptischeг Differentialoperatoren. Math. Nachг. 96 (1980), 7-15. MR 0600795
[б] R. Harvey J. Polking: Removable singularities of solutions of linear paгtial differential equations. Acta Mathematica (Uppsala) 125 (1970), 39-56. MR 0279461
[7] R. Harvey J. Polking: A notion of capacity which characterizes removable singularities. Tгans. Amer. Math. Ѕoc. 169 (1972), 183-195. MR 0306740
[8] J. Král: Removable singularities of solutions of semielliptic equations. Rendiconti di Matematica (4) 6 (1973), 1-21. MR 0355289
[9] J. Král: Potentials and removability of singulaгities, in "Nonlinear evolution equations and potential theory". Pгoc. of a Summeг School held in Septembeг 1973 at Podhradí, 95- 106.
[10] J. Král: Singularités non essentielles des solutions des équations aux dérivées partielles. Séminaire de Théorie du Potentiel Paris 1972-1974, Lecture Notes in Math. vol. 518, 95-106. MR 0509059
[11] J. Král: Analytic capacity, in "Elliptische Differentialgleichungen". Pгoc. of a Conference held in October 1977 in Rostock. MR 0540193
[12] J. Král: Oб ocoбeннocтяx peшeний ypaвнeний в чacтныx пpoизвoдныx. Trudy Seminaгa S. L. Soboleva (Novosibirsk) 1983, No. 1, 78-89.
[13] M. Marcus: On removable singulaг sets foг solutions of elliptic equations. American Јouгnal of Mathematics 90 (1968), 197-213. MR 0228817
[14] F. Trèves: Lectures on linear partial differential equations with constant coefficients. Rio de Јaneiro 1961. MR 0155078
[15] H. Wallin: Existence and properties of Riesz potentials satisfying Lipschitz conditions. Math. Scand. 19(1966), 151-160. MR 0216021 | Zbl 0145.37101
Partner of
EuDML logo