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  1. SYS0297177
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    $a Measurement Science Review $e The Journal of Institute of Measurement Science of Slovak Academy of Sciences $v Vol. 3, section 1 (2003)
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    $a NICER data and a sigma-field-dependent stiffness of the hadronic equation of state $f Evgeni Kolomeitsev, Dmitri Voskresensky
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    $a Analyses for the NICER data indicate that there is no significant variation of compact star radii within the mass range of 1.4 to 2.0 solar masses. Yamamoto et al. [Phys. Rev. C 108, 035811 (2023)] concluded recently that “this feature cannot be reproduced by the hadronic matter due to the softening of the equation of state (EoS) by hyperon mixing, suggesting the possible existence of quark phases in neutron-star interiors.” Using a collection of 162 purely nucleonic, hyperonic, and quarkish EoSs from the CompOSE database and some other works, we verify that hyperons indeed lead to a significant difference in radii of stars of 1.4 and 2.0 solar masses, which diminishes in the presence of quarks. We compare the shapes of the mass-radius curves and show that hyperons and quarks in the neutron star cores prefer a particular curve shape with backbending. It is argued that the shape is controlled by the density dependence of the nuclear symmetry energy. We draw attention to the existence of a class of purely hadronic relativistic mean-field EoSs with scalar-field dependent hadron masses and coupling constants that satisfy the known constraints on the EoSs including the analyses of the new NICER data and the above requirement of insignificant variation of the neutron star radii.
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    $1 001 umb_un_cat*0330761 $1 011 $a 2469-9985 $1 011 $a 2469-9993 $1 200 1 $a Physical Review C $v Vol. 110, no. 2 (2024), pp. 1-10 $1 210 $a Maryland $c American Physical Society $d 2024
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    $a On cardinalities of finite interval-valued hesitant fuzzy sets $f Pelayo Quirós, Pedro Alonso ... [et al.]
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    $a Certain extensions of the classical fuzzy sets have been studied in depth since they have a remarkable importance in many practical situations. We focus on finite interval-valued hesitant fuzzy sets, as they generalize the most usual sets (fuzzy sets, interval-valued fuzzy sets, intuitionistic fuzzy sets), so the results obtained can be immediately adapted to these types of sets. In addition, their membership functions are much more manageable than type-2 fuzzy sets. In this work, the cardinality of finite interval-valued hesitant fuzzy sets is studied from an axiomatic point of view, together with several properties that this definition satisfies, which enable to relate it to the classical definitions of cardinality given by other authors for fuzzy sets
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    $1 001 umb_un_cat*0288022 $1 200 1 $a Information sciences $v Vol. 418-419, (2017), pp. 421-431 $1 210 $a New York $c Elsevier Science Ltd. $d 2017 $1 011 $a 0020-0255 $1 011 $a 1872-6291
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    $a Science and technology education for the 21st century $e research and research oriented studies $e proceedings of the 9th IOSTE symposium for Central and Eastern Europe, Hradec Králové, 15-17.09.2014 $f rec. Martin Bílek, Hana Čtrnáctová ... [et al.]
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    $a Stav a potreby rozvoja geoekológie vysokých pohorí na Slovensku z aspektu geomorfológie $d State and needs of development of the Slovak high mountains geogeology from the geomorphology point of view $f Rudolf Midriak $z eng
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    $1 001 umb_un_cat*0209502 $1 011 $a 1336-7072 $1 200 1 $a Geografická revue $e (geografické a geoekologické štúdie) $e časopis Katedry geografie a krajinnej ekológie Fakulty prírodných vied Univerzity Mateja Bela v Banskej Bystrici $v Roč. 10, supplement (2014), s. 66-97 $1 210 $a Banská Bystrica $c Univerzita Mateja Bela, Fakulta prírodných vied, Katedra geografie a krajinnej ekológie $d 2014
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    $a The person and the challenges $e the journal of theology, education, canon law and social studies inspired by pope John Paul II $v Vol. 8, no. 1 (2018)
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