Rad HAZU, Matematičke znanosti, Vol. 27 (2023)
Contents
- M. Berraho,
The surjectivity and the continuity of definable functions in some definably complete
locally o-minimal expansions and the Grothendieck ring of almost o-minimal structures, (1-9)
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- S. Braić, J. Mandić, A. Šubašić and T. Vojković,
Constructing flag-transitive incidence structures, (11-30)
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- A. Al-Kateeb and A. Dagher,
On the number of terms of some families of the ternary cyclotomic polynomials
Φ3p2p3, (31-53)
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- A. Filipin and L. Szalay,
Triangular Diophantine tuples from {1, 2}, (55-70)
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- H. R. Hashim,
Solutions of the Markoff equation in Tribonacci numbers, (71-79)
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- P. G. Walsh,
A note on lower bounds for ranks using Pell equations, (81-85)
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- L. Halbeisen, N. Hungerbühler, A. Shamsi Zargar and M. Voznyy,
A geometric approach to elliptic curves with torsion groups Z/10Z, Z/12Z,
Z/14Z, and Z/16Z, (87-109)
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- L. H. Gallardo,
Artin-Schreier, Erdős, and Kurepa's conjecture, (111-121)
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- D. Jankov Maširević and T. K. Pogány,
Bounds for confluent Horn function Φ2 deduced by McKay Iν Bessel law, (123-131)
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- S. Benmansour, A. Yagoub and A. Matallah,
A ground state solution for a nonhomogeneous elliptic Kirchhoff type problem involving
critical growth and Hardy term, (133-142)
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- S. G. Kim,
Numerical radius points of a bilinear mapping from the plane with the l1-norm into itself, (143-151)
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- M. A. Noor and K. I. Noor,
New classes of higher order variational-like inequalities, (153-165)
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- D. Veljan,
Refined Euler's inequalities in plane geometries and spaces, (167-173)
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- E. Jurkin,
Bisectors of conics in isotropic plane, (175-187)
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- V. Volenec and Z. Kolar-Begović,
On some properties of Kiepert parabola in the isotropic plane, (189-202)
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- M. Sošić,
On the Varchenko determinant formula for oriented braid arrangements, (203-218)
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- I. Filipan, Ž. Milin Šipuš and Lj. Primorac Gajčić,
Null-translation surfaces with constant curvatures in Lorentz-Minkowski 3-space, (219-230)
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- V. Tonić,
The (largest) Lebesgue number and its relative version, (231-243)
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- N. Koceić Bilan and I. Mirošević,
The Hurewicz theorem in Sho* and Sho*2, (245-257)
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