An example concerning polynomial convexity. J. Wermer Mathematische Annalen (1959/1960) Volume: 139, page 147-150 ISSN: 0025-5831; 1432-1807/e Access Full Article top Access to full text How to cite top MLA BibTeX RIS Wermer, J.. "An example concerning polynomial convexity.." Mathematische Annalen 139 (1959/1960): 147-150. <http://eudml.org/doc/160740>. @article{Wermer1959/1960, author = {Wermer, J.}, journal = {Mathematische Annalen}, keywords = {complex functions}, pages = {147-150}, title = {An example concerning polynomial convexity.}, url = {http://eudml.org/doc/160740}, volume = {139}, year = {1959/1960},} TY - JOURAU - Wermer, J.TI - An example concerning polynomial convexity.JO - Mathematische AnnalenPY - 1959/1960VL - 139SP - 147EP - 150KW - complex functionsUR - http://eudml.org/doc/160740ER - Citations in EuDML Documents top Ulf Backlund, Anders Fällström, The polynomial hull of unions of convex sets in ℂ n Andrew Markoe, Runge families and inductive limits of Stein spaces Alessandro Silva, Rungescher Satz and a condition for Steiness for the limit of an increasing sequence of Stein spaces NotesEmbed ? top You must be logged in to post comments.
How to cite top MLA BibTeX RIS Wermer, J.. "An example concerning polynomial convexity.." Mathematische Annalen 139 (1959/1960): 147-150. <http://eudml.org/doc/160740>. @article{Wermer1959/1960, author = {Wermer, J.}, journal = {Mathematische Annalen}, keywords = {complex functions}, pages = {147-150}, title = {An example concerning polynomial convexity.}, url = {http://eudml.org/doc/160740}, volume = {139}, year = {1959/1960},} TY - JOURAU - Wermer, J.TI - An example concerning polynomial convexity.JO - Mathematische AnnalenPY - 1959/1960VL - 139SP - 147EP - 150KW - complex functionsUR - http://eudml.org/doc/160740ER -
Citations in EuDML Documents top Ulf Backlund, Anders Fällström, The polynomial hull of unions of convex sets in ℂ n Andrew Markoe, Runge families and inductive limits of Stein spaces Alessandro Silva, Rungescher Satz and a condition for Steiness for the limit of an increasing sequence of Stein spaces