Katarzyna Kuhlmann

Adjunkt (assistant professor),

Institute of Mathematics,
University of Szczecin,
ul. Wielkopolska 15,
70-451 Szczecin,
Poland
Email: katarzyna.kuhlmann [at] usz.edu.pl

Publications:

• F-V. Kuhlmann, K. Kuhlmann, Fixed point theorems for spaces with a transitive relation - to appear in Fixed Point Theory. [pdf]
• K. Kuhlmann, The structure of spaces of R-places of rational function fields over real closed fields - to appear in Rocky M. J. M. [pdf]
• F-V. Kuhlmann, K. Kuhlmann, S. Shelah Symmetrically complete ordered sets, abelian groups and fields - to appear in Israel J. Math. [pdf]
• F-V. Kuhlmann, K. Kuhlmann, A common generalization of metric and ultrametric fixed point theorems - to appear in Forum Math. [pdf]
• F-V. Kuhlmann, K. Kuhlmann, Embedding theorems for spaces of R-places of rational function fields and their products - Fund. Math. 218, 2012, 121-149 [pdf]
• T.Banakh, Ya.Kholyavka, K.Kuhlmann, M.Machura, O.Potyatynyk, The dimension of the space of R-places of certain rational function fields - Cent. Eur. J. Math. 12 (8), 2014, 1239-1248 [pdf]
• S. Kuhlmann, M. Marshall, K. Osiak, Cyclic 2-structures and spaces of orderings of power series fields in two variables, - J. Alg. 335 n.1, 2011, [pdf]
• I. Efrat, K. Osiak, Topological spaces as spaces of R-places, J. of Pure and Applied Algebra 215 n.5, 2011 [pdf]
• F.V. Kuhlmann, M. Machura, K. Osiak, Metrizability of spaces of R-places of function fields of transcendence degree 1 over real closed fields, - Comm. Alg., 39 n.9, 2011 [pdf]
• M. Machura, M. Marshall, K. Osiak, Metrizability of the space of R-places of a real function field, Math. Zeitschrift, 266, 2010 [pdf]
• K. Osiak, The Boolean space of real places - Rocky Mount. J. Math., Vol 40, Nr 6, 2010 [pdf]
• M. Machura, K. Osiak, The extensions of R-places and applications, Contemp. Math., Vol. 493, 2009 [pdf]
• K. Osiak, The Boolean space of higher level orderings, Fund. Math., Vol. 196, 2007 [pdf]
• K. Osiak, A. Sładek, A note on number of higher level orderings, Arch. Math., Vol. 86, No.2, 2006 [pdf]
• K. Osiak, A Cantor cube as a space of higher level orderings, Tatra Mountains Math. Publ., Vol. 32, 2005 [pdf]

Last update: June 14, 2018