Afie Jurvanen (born April 28, 1981), known by his stage name Bahamas, is a Canadian musician born in Toronto, and raised in Barrie, Ontario. Jurvanen is self-taught on guitar and has worked with such musicians as Feist, Howie Beck, Jason Collett, Jack Johnson, The Weather Station, and Zeus. Bahamas' songs are represented by Downtown Music Publishing.
Jurvanen recorded his debut album, Pink Strat, in a cabin in rural Ontario in 2008. It was released under the name Bahamas in 2009 and subsequently nominated for a 2010 Juno Award for Roots & Traditional Album of the Year – Solo.
Bahamas' second album, Barchords, was released on February 7, 2012. At the 2013 Juno Awards, it was nominated for the Adult Alternative Album of the Year and Jurvanen was nominated for Songwriter of the Year for the tracks "Be My Witness", "Caught Me Thinking", and "Lost in the Light".
His third album, Bahamas Is Afie, was released on August 19, 2014. It was awarded first place on Q's Top 20 Albums of 2014. At the Juno Awards of 2015, Bahamas Is Afie was nominated for Adult Alternative Album of the Year, and Jurvanen was nominated for Songwriter of the Year for "All the Time", "Bitter Memories" and "Stronger Than That". He won the awards in both categories.
In mathematics, a building (also Tits building, Bruhat–Tits building, named after François Bruhat and Jacques Tits) is a combinatorial and geometric structure which simultaneously generalizes certain aspects of flag manifolds, finite projective planes, and Riemannian symmetric spaces. Initially introduced by Jacques Tits as a means to understand the structure of exceptional groups of Lie type, the theory has also been used to study the geometry and topology of homogeneous spaces of p-adic Lie groups and their discrete subgroups of symmetries, in the same way that trees have been used to study free groups.
The notion of a building was invented by Jacques Tits as a means of describing simple algebraic groups over an arbitrary field. Tits demonstrated how to every such group G one can associate a simplicial complex Δ = Δ(G) with an action of G, called the spherical building of G. The group G imposes very strong combinatorial regularity conditions on the complexes Δ that can arise in this fashion. By treating these conditions as axioms for a class of simplicial complexes, Tits arrived at his first definition of a building. A part of the data defining a building Δ is a Coxeter group W, which determines a highly symmetrical simplicial complex Σ = Σ(W,S), called the Coxeter complex. A building Δ is glued together from multiple copies of Σ, called its apartments, in a certain regular fashion. When W is a finite Coxeter group, the Coxeter complex is a topological sphere, and the corresponding buildings are said to be of spherical type. When W is an affine Weyl group, the Coxeter complex is a subdivision of the affine plane and one speaks of affine, or Euclidean, buildings. An affine building of type is the same as an infinite tree without terminal vertices.
A building is a constructed object intended for occupancy by humans or animals.
Building may also refer to:
Online creation, also referred to as OLC, online coding, online building, and online editing, is a software feature of MUDs that allows users to edit a virtual world from within the game itself. In the absence of online creation, content is created in a text editor or level editor, and the program generally requires a restart in order to implement the changes.
An aspect of online creation that separates it from "mere game play" is that online creation systems can generally be used to create new content — new objects, new locations, new creatures — rather than simply creating instances of predefined items in the game world. Some have observed that certain forms of online creation — notably those associated with creating new commands — can threaten the stability of the server.
The first publicly available MUD that featured in-game creation of the game world was Skrenta's 1988 Monster.