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( Bent Nielsen ) 한국스칸디나비아학회 2006 스칸디나비아 연구 Vol.7 No.-
The introductory part of the present paper traces the historical background for the Danish influence on modem written and spoken Norwegian. Danish policy of expansion in all of Northern Europe and the North Atlantic commenced in the 8th century, and by the 14th century the Danish king and his government was in complete control, politically and linguisticly, of the area covering the modem state of Norway. Several factors-including the Black Death, the Protestant Reformation, and restrictions imposed by Denmark-contributed to the virtual obliteration of Norwegian as a written language. At the same time the spoken language was banned from all public institutions including schools, churches, courts, etc. Only in 1905 did Norway become a truly independent country, which, naturally sparked off a series of language reforms. The main part of the paper traces these language reforms and highlights the tension between radicals who want to move away from the Danish influence and moderates who tend to accept so called Danish forms. It further deals with the numerous language reforms, the shifting proportions between adherents of nynorsk (New Norwegian, which the language of the radicals became known) and adherents of bokmål (the written [Danish] language) during most of the 20th century, and the geographical distribution of the two groups. It is concluded that the biggest differences between modem Norwegian, whether nynorsk or bokmål, and modem Danish are phonological, especially when it comes to the use of pitch accent (Norwegian) and glottal stop (Danish), and orthographical. Grammatical differences are few; most notable are, perhaps, the use of double definite articles and postpositioned possessive pronouns.
AN ALTERNATIVE q-ANALOGUE OF THE RUCINSKI-VOIGT NUMBERS
Bent-Usman, Wardah M.,Dibagulun, Amerah M.,Mangontarum, Mahid M.,Montero, Charles B. Korean Mathematical Society 2018 대한수학회논문집 Vol.33 No.4
In this paper, we define an alternative q-analogue of the $Ruci{\acute{n}}ski$-Voigt numbers. We obtain fundamental combinatorial properties such as recurrence relations, generating functions and explicit formulas which are shown to be q-deformations of similar properties for the $Ruci{\acute{n}}ski$-Voigt numbers, and are generalizations of the results obtained by other authors. A combinatorial interpretation in the context of A-tableaux is also given where convolution-type identities are consequently obtained. Lastly, we establish the matrix decompositions of the $Ruci{\acute{n}}ski$-Voigt and the q-$Ruci{\acute{n}}ski$-Voigt numbers.