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About us

Annales Mathematicae et Informaticae is an international journal of the Institute of Mathematics and Informatics of Eszterházy Károly Catholic University (Eger, Hungary), published by Líceum University Press.

Aims and Scope

This journal is open for scientific publications in mathematics and computer science, where the field of number theory, group theory, constructive and computer aided geometry as well as theoretical and practical aspects of programming languages receive particular emphasis. Methodological papers are also welcome. Papers submitted to the journal should be written in English. The Editorial Board can accept only new and unpublished material.

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Methodological papers are indexed by Zentralblatt MathEduc
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Browse volumes or latest articles:
Annales Mathematicae et Informaticae 40 (2012)

ISSN 1787-5021 (Print)
ISSN 1787-6117 (Online)

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Editorial Board

Sándor Bácsó, Sonja Gorjanc, Tibor Gyimóthy, Miklós Hoffmann, József Holovács, László Kovács, László Kozma, Kálmán Liptai, Florian Luca, Giuseppe Mastroianni, Ferenc Mátyás, Ákos Pintér, Miklós Rontó, László Szalay, János Sztrik, Gary Walsh

Technical Editor

Tibor Tómács

Content

Research papers

Cofinite derivations in rings
by Orest D. Artemovych
Pages: 3–11

A characterization of Symmetric group Sr, where r is prime number
by Alireza Khalili Asboei, Seyed Sadegh Salehi Amiri, Ali Iranmanesh, Abolfazl Tehranian
Pages: 13–23

On k-periodic binary recurrences
by Nurettin Irmak, László Szalay
Pages: 25–35

Control point based representation of inellipses of triangles
by Imre Juhász
Pages: 37–46

About the equation Bm(a,b) = f(x)
by Kálmán Liptai, Péter Olajos
Pages: 47–55

Polynomials whose coefficients are k-Fibonacci numbers
by Toufik Mansour, Mark Shattuck
Pages: 57–76

Implementing the GSOSM algorithm
by Nikolett Fanni Menyhárt, Zoltán Hernyák
Pages: 77–92

On unification of some weak separation properties
by Bishwambhar Roy, Ritu Sen
Pages: 93–103

The signed Roman domatic number of a graph
by Seyed Mahmoud Sheikholeslami, Lutz Volkmann
Pages: 105–112

The rank and Hanna Neumann property of some submonoids of a free monoid
by Shubh Narayan Singh, K. V. Krishna
Pages: 113–123

Parallel algorithm for determining the “small solutions” of Thue equations
by Gergő Szekrényesi
Pages: 125–134

Two applications of the theorem of Carnot
by Zoltán Szilasi
Pages: 135–144

The rank of certain subfamilies of the elliptic curve Y2 = X3 - X + T2
by Petra Tadić
Pages: 145–153

Measurement of visual smoothness of blending curves
by Robert Tornai
Pages: 155–160

Methodological papers

A possible general approach of the Apollonius problem with the help of GeoGebra
by László Budai
Pages: 163–173

Rotation about an arbitrary axis and reflection through an arbitrary plane
by Emőd Kovács
Pages: 175–186

Engineering students’ spatial abilities in Budapest and Debrecen
by Rita Nagy-Kondor, Csilla Sörös
Pages: 187–201

Spatial ability of students of mathematics education in Croatia evaluated by the Mental Cutting Test
by Željka Milin-Šipuš, Aleksandra Čižmešija
Pages: 203–216

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