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1.
On some aspects of spectral theory for infinite bounded non-negative matrices in max algebra
Vladimir Müller, Aljoša Peperko, 2024, izvirni znanstveni članek

Povzetek: Several spectral radii formulas for infinite bounded non-negative matrices in max algebra are obtained. We also prove some Perron–Frobenius type results for such matrices. In particular, we obtain results on block triangular forms, which are similar to results on Frobenius normal form of $n \times n$ matrices. Some continuity results are also established.
Ključne besede: non-negative matrices, infinite bounded matrices, max algebra, Bonsall’s cone spectral radius, eigenvalues, continuity
Objavljeno v DiRROS: 30.05.2024; Ogledov: 115; Prenosov: 110
.pdf Celotno besedilo (1,77 MB)
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2.
New approaches in the empirical study of dreams
Kelly Bulkeley, 2023, izvirni znanstveni članek

Povzetek: Dream research is entering a new era of accelerating insights and discoveries, thanks to the rise of powerful digital analysis tools that are enabling important advances in the empirical study of dreams. This paper illustrates the use of these tools, drawing on the resources of the Sleep and Dream Database, a free online archive of information about sleep and dreaming. These tools include statistical analyses of survey responses, systematic word searches of large collections of dream reports, and a well-grounded set of baseline frequencies to help with comparative measurement. The goal of this paper is to provide readers with an initial orienta-tion to the new world of dream discovery that has opened up because of tools like these. Several basic empirical findings are presented regarding clearly observable patterns of perception, emotion, and social interaction in dreaming. The paper will close with reflections on the emerging interplay of dreaming and technology.
Ključne besede: dreams, word searching, content analysis, continuity hypothesis
Objavljeno v DiRROS: 13.05.2024; Ogledov: 143; Prenosov: 78
.pdf Celotno besedilo (336,61 KB)
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