Plus d’un million de livres à portée de main !
Bookbot

Patrick Rivers

    Patrick est un auteur de science-fiction dont l'énergie créative dépasse la page. Son écriture explore souvent des mondes imaginaires et des concepts futuristes. Lorsqu'il n'est pas plongé dans la création de ses histoires, il trouve son expression à travers la musique, canalisant son esprit artistique dans le rythme et la mélodie. Il est inspiré par la beauté naturelle qui l'entoure, laquelle influence subtilement les paysages narratifs de ses œuvres.

    Algebraic Topology
    Camp Lo's Uptown Saturday Night
    • Camp Lo's Uptown Saturday Night

      • 160pages
      • 6 heures de lecture
      3,9(8)Évaluer

      Geechi Suede and Sonny Cheeba are Camp Lo. These two emcees from the Bronx, NY entered the American hip hop scene with an insider slang that bewildered listeners as they radiated the look of a bygone era of black culture. In 1996, they collaborated with producer Ski and a host of other contributors to create Uptown Saturday Night, featuring the seminal single “Luchini (a.k.a. This is It).” While other 1990s rappers referred to 1970s Blaxploitation culture, Camp Lo were self-described “time travelers” who weaved the slang and style of a soulful past into state-of-the-art lyrical flows. Uptown Saturday Night is a tapestry of 1970s black popular culture and 1990s New York City hip hop. This volume will detail how the album's fantastic world of “Coolie High” reflected classic films like Cooley High and the Sidney Poitier film from which the album's title is derived, and promoted vintage slang and fashion. The book features new interviews with Camp Lo, producer Ski, Trugoy the Dove from De La Soul, Ish from Digable Planets, and others, and offers musical and cultural analyses that detail the development of the album and its essential contributions to a post-soul aesthetic.

      Camp Lo's Uptown Saturday Night
    • Rather than choosing one point of view of modem topology (homotopy theory, simplicial complexes, singular theory, axiomatic homology, differ- ential topology, etc.), we concentrate our attention on concrete prob- lems in low dimensions, introducing only as much algebraic machin- ery as necessary for the problems we meet.

      Algebraic Topology