Malinowski, H., Weber, M.R.:
On Finite Elements in l-Algebras and in Product Algebras.
Preprint MATH-AN-02-2011, TU Dresden, (2011)
Teichert, K., Weber, M.R.:
On Self-majorizing Elements in Archimedean Vector Lattices.
Preprint MATH-AN-01-2011, TU Dresden, (2011)
Sivakumar, K.C., Weber, M.R.:
On Positive Invertibility and Splittings of Operators in Ordered Banach Spaces.
Preprint MATH-AN-02-2010,, TU Dresden, (2011)
Weber, M.R.:
On Positive Invertibility of Operators and their Decompositions.
Math. Nachr.,
282, No.10, 1478-1487, (2009)
>>ps>>pdf
Hahn, N., Hahn, S., Weber, M.R.:
On some vector lattices of operators and their finite elements.
Positivity, 13, 145-163, (2009)
>>ps>>pdf
Chen, Z.L., Weber, M.R.:
On Finite Elements in Lattices of Regular Operators.
Positivity, 11, 563-574, (2007)
>>ps >>pdf
Chen, Z.L., Weber, M.R.:
On Finite Elements in Sublattices of Banach Lattices.
Math. Nachr., 280, No.5-6, 485--494, (2007)
>>ps >>pdf
Chen, Z.L., Weber, M.R.: On finite elements in vector lattices
and Banach lattices.
Math. Nachr., 279, No.5-6, 495--501, (2006)
>>ps >>pdf
Proceedings of the Conference Positivity IV - Theory and Applications. Technische Universität Dresden, Institut für Analysis.
Editors: M.R.Weber and J.Voigt. ISBN 3-86005-512-7, Dresden (2006)
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Weber, M.R.:
Finite Elements in Vector Lattices.
Proceedings of
the Conference Positivity IV,
155-172, Dresden (2006)
>>pdf >>ps
Tzschichholtz, I., Weber, M.R.:
Generalized M-norms on ordered normed spaces.
Proceedings of
the Orlicz Centenary Conference and Function Spaces VII.
Banach Center Publications,
vol. 68, 115-123,
Institute of Mathematics Polish Academy of Sciences, Warszawa (2005)
>>ps
Weber, M.R.:
Ordered Normed Spaces, Positive Operators and some Applications.
(edited by A.Heinecke).
Minisemester (Spring 2005):
Numerical Aspects in Applied Mathematics,
pp.127-185.
Editor: Andrzej Cegielski. ISBN 978-83-7481-074-6,
University of Zielona Gora.
Faculty of Mathematics, Computer Science and Econometrics.
(2007)
Kalauch, A.,Weber, M.R.:
On a certain Maximum Principle for Positively Invertible
Matrices and Operators in an Ordered Normed Space.
Function Spaces
- the Fifth Conference (Poznan, 1998). Editors: H.Hudzik, and L.Skrzypczak,
Lecture Notes in pure and appl. Math.
Marcel Dekker, Inc., 213, 217-230, (2000)
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Kalauch, A., Weber, M.R.:
On a certain Maximum Principle for
Positive Operators in an Ordered Normed Space.
Positivity, 4, 179-195, (2000)
>>pdf
Pühl, H., Schirotzek, W., Weber, M.R.:
On Matrices Satisfying a Maximum Principle with respect to a Cone.
Linear Algebra and Appl., 277, 337-356, (1998)
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Weber, M.R.:
On Finite and Totally Finite Elements in Vector Lattices.
Analysis Mathematica, 21, 237-244, (1995)
>>pdf
Türke, C., Weber, M.R.:
On a Maximum Principle for Inverse Monotone Matrices.
Linear Algebra and Appl., 218, 47-57, (1995)
>>pdf
Weber, M.R.:
On the Positiveness of the Inverse Operator.
Math. Nachr., 163, 145-149, (1993). Erratum: Math.
Nachr., 171, 325-326, (1995)
Weber, M.R.: Finite Elemente im Vektorverband der
Radonmaße.
Wiss. Zeitschr. TU Dresden, 41 Heft 5, 21-22, (1992)
Weber, M. R.: Finite Elements in the Space of Radon Measures.
(Russian)
Optimizaciya, 47 (64) 110-115, (1990)
>>pdf
Weber, M:
Some properties of the realization space of vector lattices.
Proceedings of the Conference Topology and Measure II (Rostock-Warnemünde 1977).
Edited by J.Flachsmeyer, Z.Frolik, F.Terpe.
Wiss. Beiträge Ernst-Moritz-Arndt-Universität Greifswald. Part 1, 169--172, (1980)
MR0646269 (83a:00002a)
Weber, M:
On the Realization of Vector Lattices on Locally Compact Topological Spaces.
Proceedings of the Conference Topology and Measure I (Zinnowitz 1974).
Edited by J.Flachsmeyer, Z.Frolik, F.Terpe.
Wiss. Beiträge Ernst-Moritz-Arndt-Universität Greifswald. Part 2, 393--402, (1978)
MR0540571 (80d:28002b)
Makarow, B.M., Weber, M.R.:
Einige Untersuchungen des Raumes der maximalen Ideale eines Vektorverbandes
mit Hilfe von finiten Elementen II.
Math. Nachr., 80, 115-125, (1977)
Makarow, B.M., Weber, M.R.:
Einige Untersuchungen des Raumes der
maximalen Ideale eines Vektorverbandes mit Hilfe von finiten Elementen I.
Math. Nachr., 79, 115-130, (1977)
Weber, M.R., Makarow, B.M.:
On the Representation of Vector Lattices III. (Russian)
Math. Nachr., 86, 7-14, (1978)
Weber, M.R.:
Über die Realisierung von Vektorverbänden II.
Math. Nachr., 65, 165-177, (1975)
Makarow, B.M., Weber, M.R.:
On the Representation of Vector Lattices I.
Math. Nachr., 60, 281-296, (1974)
Weber, M.
Über die Realisierung von Vektorverbänden mit abzählbarer fundamentaler Folge
von Intervallen. (Russian)
Vestn. Leningr. Univ., No.7 (Mat. Mekh. Astron., No.2), 152-154, (1973)
Weber, M.
The inductive limit of a certain class of KB-lineals. (Russian)
Vestn. Leningr. Univ., No.13 (Mat. Mekh. Astron., No.3), 24-30, (1971)
Vorträge
2011 Athen. National Technical University of Athens.
Intl. Conf. Ordered Spaces and Applications
1. Finite elements in lattices orderewd algebras (together with H. Malinowski)
>>pdf 2. Self-majorizing elements in Archimedean vector lattices (together with K. Teichert)
>>pdf
2009 Graz. ÖMG-Kongress - Jahrestagung DMV.
On positive invertibility of operators in ordered Banach spaces >>ps Chennai. Indian Institute of Technology Madras.
1. On positive invertibility of operators in ordered vector spaces 2. Finite elements in vector lattices, sublattices,
Banach lattices and in vector lattices of operators
2007 Belfast. Conference Positivity V.
On vector lattices of operators and their finite elements
2006 Calgary. Summer 2006 meeting of the Canadian Mathematical Society.
On finite elements in vector lattices of regular operators Novi Sad. University of Novi Sad.
Finite elements in vector lattices
2005
Dresden. Conference Positivity IV.
Finite elements in vector lattices Zielona Gora. University of Zielona Gora.
Ordered Normed Spaces, Positive Operators and some Applications.
(edited by A. Heinecke). Series of lectures during the Minisemester
Numerical aspects in applied mathematics.
Athen. National Technical University of Athens.
On continuous functions with compact support and their abstract
analogon in vector lattices Prag. Karls-Universität.
Finite elements in vector lattices
2004 Budva. XVI. Conference on Applied Mathematics, PRIM 2004.
(organized by the University of Novi Sad).
On the ECMI postgraduate programme ,,Mathematics for Industry''-
a common European approach in applied mathematics and industrial activities
(together with A. Noack)
2003 Poznan. Orlicz Centenary Conference and Function Spaces VII.
Generalized m-norms on ordered normed spaces
(together with I. Tzschichholtz)
2002 Sankt Petersburg. State University of St. Petersburg.
On some maximum principle for positive operators
2001 Nijmegen. Conference Positivity III. Wroclaw. Function Spaces VI. On the asymptotic behavior of some positive semigroups
(together with B. M. Makarov)
>> ps
1999 Chemnitz. Technische Universität Chemnitz.
On maximum principles for invertible matrices and operators
1998 Sheffield. University of Sheffield.
Vector lattices, finite elements and their topological characterization Wroclaw. Politechnika Wroclawska.
On a maximum principle for inverse monotone operators Poznan. Function Spaces V.
On a certain Maximum Principle for Positively Invertible Matrices and
Operators in an Ordered Normed Space (together with A. Kalauch)
