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The Finger Plan (Danish: Fingerplanen) is an urban plan from 1947 which provides a strategy for the development of the Copenhagen metropolitan area, Denmark. According to the plan, Copenhagen is to develop along five 'fingers', centred on S-train commuter rail lines, which extend from the 'palm', that is the dense urban fabric of central ...
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Christian Erhardt Bredsdorff, commonly known as Peter Bredsdorff, (1913–1981) was a Danish architect and urban planner who is remembered for his Finger Plan for the development of Copenhagen. In this connection, his name is included in the Danish Culture Canon. [1] [2]
The most of Copenhagen's urban area with motorways (red lines) and trains (gray lines) The area has been planned according to the Finger Plan, which has given it six fingers of S-trains and a western connection S-line (Ringbanen or line F). Urbanization stretching out from central Copenhagen. One railroad and two metro lines over Amager have ...
The 'finger-plan' of Copenhagen. The new light rail will connect most of the 'fingers'. Currently the rapid transit network of greater Copenhagen consists of a metro system serving the city centre, south-eastern suburbs and one western suburb, and a well-developed S-train network consisting of radial lines and one inner ring line relatively close to the city centre.
The Danish Town Planning Institute (Danish: Dansk Byplanlaboratorium) is an independent, self-owned institution based in Copenhagen, Denmark. It arranges the annual Danish Town Planning Conference and has instituted the Danish Urban Planning Award in collaboration with the Architects' Association of Denmark. The institute also arranges courses ...
Steen Eiler Rasmussen was born on 19 February 1898 in Copenhagen to Lieutenant colonel and later general Christian Rasmussen and Anna Dorthea (Dori) Jung. He first apprenticed as a mason and then studied architecture at the Royal Danish Academy of Fine Arts from 1916 to 1918.
Just as harmonic functions in 2 variables are closely related to complex analytic functions, so are biharmonic functions in 2 variables. The general form of a biharmonic function in 2 variables can also be written as Im ( z ¯ f ( z ) + g ( z ) ) {\displaystyle \operatorname {Im} ({\bar {z}}f(z)+g(z))} where f ( z ) {\displaystyle f(z)} and ...