‎let $x$ be a real normed  space, then  $c(subseteq x)$  is  functionally  convex  (briefly, $f$-convex), if  $t(c)subseteq bbb r $ is  convex for all bounded linear transformations $tin b(x,r)$; and $k(subseteq x)$  is  functionally   closed (briefly, $f$-closed), if  $t(k)subseteq bbb r $ is  closed  for all bounded linear transformations $tin b(x,r)$. we improve the    krein-milman theorem  ...

PURPOSE The author compared monosyllabic Mandarin lexical tones produced by 3-year-old Mandarin-speaking children growing up in Taiwan and in the United States. METHOD Following the procedures in Wong, Schwartz, and Jenkins (2005), the author collected monosyllabic tone productions from 3-year-old Mandarin-speaking children in Taiwan and low-pass filtered them to eliminate lexical information...

In this study, we expand the question of ”what is the intrinsic dimensionality of speech?” to ”how does the intrinsic dimensionality of speech change from speaking to singing?”. Our focus is on dimensionality of the vowel space regarding spectral features, which is important in acoustic modeling applications. Locality Preserving Projection (LPP) is applied for dimensionality reduction of the sp...

Urban space can be the most successful public arena in this century if employ the potentialsfor collective cooperation in creative ways in order to provide further services. The theory of creative city tries tostrengthen the qualities which enhance the image of a city for the citizens and create a dynamic city in terms of cultureand intercultural learning. Therefore, the existence of generator,...

In recent years, references to “old-fashioned pantries” and “classic root cellars” have regularly popped up in real estate ads across Sweden as a potential selling point for people seeking new homes. The use of the words “classic” “old-fashioned” indicates shift thinking about traditional food storage spaces. this article, we explore recontextualization emotionalization spaces Swedish society. ...