%0 Journal Article %T A Nevanlinna theorem for superharmonic functions in half-spaces, with applications %A D. H. Armitage %J J. London Math. Soc. %D 1981 %V 23 %F Armitage1981 %0 Book %T Elliptic partial differential equations of second order %A D. Gilbarg %A N. S. Trudinger %D 1977 %I Grundlehren der Mathematischen Wissenschaften, Springer-Verlag %C Berlin-New York %F Gilbarg1977 %0 Journal Article %T Harmonic majorizations in half-balls and half-spaces %A Ü. Kuran %J Proc. London Math. Soc. %D 1970 %V 21 %F Kuran1970 %0 Book %T Entire and subharmonic functions %A B. Y. Levin %D 1992 %I Adv. Soviet Math., Amer. Math. Soc. %C Providence, RI %F Levin 1992 %0 Journal Article %T Harmonic functions in a cylinder which vanish on the boundary %A I. Miyamoto %J Japan. J. Math. %D 1996 %V 22 %F Miyamoto1996 %0 Journal Article %T Harmonic functions in a cylinder with normal derivatives vanishing on the boundary %A I. Miyamoto %A H. Yoshida %J Ann. Polon. Math. %D 2000 %V 74 %F Miyamoto2000 %0 Journal Article %T On a covering property of minimally thin sets at infinity in a cylinder %A I. Miyamoto %A H. Yoshida %J Math. Montisnigri %D 2007/08 %V 20/21 %F Miyamoto2007/08 %0 Journal Article %T Asymptotic behavior of Poisson integrals in a cylinder and its application to the representation of harmonic functions %A L. Qiao %J Bull. Sci. Math. %D 2018 %V 144 %F Qiao2018 %0 Journal Article %T Subharmonic functions of finite order in a cone. III. %A A. Y. Rashkovskiı %A L. I. Ronkin %J Functions of completely regular growth, J. Math. Sci. %D 1995 %V 77 %F Rashkovskiı1995 %0 Book %T Functions of completely regular growth %A L. I. Ronkin %D 1992 %I Kluwer Academic Publishers Group %C Dordrecht %F Ronkin1992 %0 Book %T Spectral theory of differential operators %A G. V. Rozenblyum %A M. Z. Solomyak %A M. A. Shubin %D 1989 %I Itogi Nauki i Tekhniki, Akad. Nauk SSSR, Vsesoyuz. Inst. Nauchn. i Tekhn. Inform. %C Moscow %F Rozenblyum1989 %0 Journal Article %T Harmonic majorization of a subharmonic function on a cone or on a cylinder %A H. Yoshida %J Pacific J. Math. %D 1991 %V 148 %F Yoshida1991