Books and lecture notes

Calculus (in Hungarian), ELTE Eötvös Kiadó, Budapest, 2013, 420 pages; ISBN 978 963 312 160 3; extensions, rewritten parts and misprints: .ps .pdf

(with Zoltán Járai) Fast Arbitrary Precision package. Natural number routines. Eötvös Loránd University, Faculty of Informatics, Budapest, 2012; ISBN: 978-963-284-273-8, pp. 268

Calculus II (in Hungarian), BME, Budapest, 2010, pp. 168

Calculus I (in Hungarian), BME, Budapest, 2008, pp. 126

Modern applied analysis (in Hungarian), TypoTeX, Budapest, 2007, pp. 661; ISBN 978 963 9964 47 0; extensions, rewritten parts and misprints: .ps .pdf; first edition: KLTE, Debrecen, 1991, pp. 361

Calculus III (in Hungarian), BME, Budapest, 2006, 118 o.

Regularity properties of functional equations in several variables. Springer, 2005; ISBN: 0-387-24413-1, pp. 363

Discrete mathematics for programmers (in Hungarian), ELTE Eötvös Kiadó, Budapest, 2005, 241 pages; misprinted figures: .ps .pdf other misprints: .ps .pdf new chapter 9: .ps .pdf

Discrete mathematics for programmers (in Hungarian), ELTE Eötvös Kiadó, Budapest, 2006, 253 pages; rewritten parts and misprints: .ps .pdf

Discrete mathematics for programmers (in Hungarian), ELTE Eötvös Kiadó, Budapest, 2009, 443 pages, extended and corrected third edition; extensions, rewritten parts and misprints: .ps .pdf

Discrete mathematics for programmers (in Hungarian), ELTE Eötvös Kiadó, Budapest, 2012, 444 pages, extended and corrected fourth edition; ISBN 987 963 284 077 2; extensions, rewritten parts and misprints: .ps .pdf

Maple examples, .mw: b1 b2 b3 b4 b5 b6 b7 b8 b9 b10

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Introduction to analysis for engineers, semester 2 (in Hungarian), BMGE, Budapest, 2004, pp. 120

Introduction to analysis for engineers, semester 1 (in Hungarian), BMGE, Budapest, 2003, pp. 119

Introduction to analysis for engineers, semester 3 (in Hungarian), BMGE, Budapest, 2003, pp. 114

Measure and integration (in Hungarian), Nemzeti Tankönyvkiadó, Budapest, 2002, pp. 198, extended and corrected third edition; ISBN 963 19 3273 7; extension and misprints: .ps .pdf

Regularity properties of functional equations in several variables. .ps .pdf Dissertation for DSc degree (in Hungarian), Budapest, 1999, pp. 249 (2.2 MB)

Analysis for programmers, semester 7-8 (in Hungarian), ELTE, Budapest, 1999, pp. 141

Analysis for programmers, semester 6 (in Hungarian), ELTE, Budapest, 1999, pp. 37

Analysis for programmers, semester 5 (in Hungarian), ELTE, Budapest, 1998, pp. 53

Analysis for programmers, semester 4 (in Hungarian), ELTE, Budapest, 1998, pp. 51

Computational number theory (in Hungarian), .ps .pdf ELTE Budapest, 1998, pp. 60 (542 kB)

Maple examples, .mw: c1 c2 c3 c4 c5 c6 c7 c8 c9 c10 c11 c12 c13 c14

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Regularity properties of functional equations, Leaflets in mathematics, Pécs, 1996, pp. 77

The spectral theorem (in Hungarian), .ps .pdf KLTE, Debrecen, 1992, pp. 21.

Analysis and probability theory (in Hungarian), .ps .pdf KLTE, Debrecen, 1989, pp. 68. Projector version: .ps .pdf

Invariant extension of Haar measure. Dissertationes Mathematicae CCXXXIII, Warszawa, 1984, pp. 30; ISBN 83-0105283-X ISSN 0012-3862.