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- Formal Systems in Polycontextural Constellations (3)
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- Fibonacci; GHC; HASKELL; SATIN; ConTeXtures; polycontexturality; interactionality; reflectionality; proemiality; polycontextural; Thomas Mahler; Rudolf Kaehr (1)
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Articles 1 - 6 of 6
Full-Text Articles in Other Mathematics
Fibonacci In Contextures, An Application, Rudolf Kaehr
Fibonacci In Contextures, An Application, Rudolf Kaehr
Rudolf Kaehr
No abstract provided.
Contextures. Programming Dynamic Complexity, Rudolf Kaehr
Contextures. Programming Dynamic Complexity, Rudolf Kaehr
Rudolf Kaehr
No abstract provided.
Gödel Games: "Cloning Gödel's Proofs", Rudolf Kaehr
Gödel Games: "Cloning Gödel's Proofs", Rudolf Kaehr
Rudolf Kaehr
Gödel's Proofs in the context of beautifying (Hehner) and re-beautifying in polycontextural logic. Deconstruction of the relevance.
Lambda Calculi In Polycontextural Situations, Rudolf Kaehr
Lambda Calculi In Polycontextural Situations, Rudolf Kaehr
Rudolf Kaehr
No abstract provided.
Polylogics. Towards A Formalization Of Polycontextural Logics, Rudolf Kaehr
Polylogics. Towards A Formalization Of Polycontextural Logics, Rudolf Kaehr
Rudolf Kaehr
No abstract provided.
Conformal Structures And Necksizes Of Embedded Constant Mean Curvature Surfaces, Robert Kusner
Conformal Structures And Necksizes Of Embedded Constant Mean Curvature Surfaces, Robert Kusner
Robert Kusner
Let M = M_{g,k} denote the space of properly (Alexandrov) embedded constant mean curvature (CMC) surfaces of genus g with k (labeled) ends, modulo rigid motions, endowed with the real analytic structure described in [kmp]. Let P=Pg,k=rg,k×Rk+ be the space of parabolic structures over Riemann surfaces of genus g with k (marked) punctures, the real analytic structure coming from the 3g-3+k local complex analytic coordinates on the Riemann moduli space r_{g,k}. Then the parabolic classifying map, Phi: M --> P, which assigns to a CMC surface its induced conformal structure and asymptotic necksizes, is a proper, real analytic map. It …