Informatics - The science of minimal systems with maximal complexity Publikationsdatum:
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Zusammenfassungen
What do the painter Yves Klein, the sculptor Richard Serra, the composer Terry Riley, the techno DJ Paul van Dyk, the Volkswagen cars and any informatician have in common?
They try to get the maximum out of the the minimum, i.e. they wish to create most diverse and complex pictures, sculptures, pieces of music, artworks, collections of car models, or informatics systems out of the smallest possible reservoirs of combinators operating on few colors, shapes, notes, rhythms, car components, or basic informatics objects.
For an informatician it is a fundamental idea of computer science to search for, define, analyze, and operate with construction kits consisting of small sets of basic building blocks and a small number of operations to combine the building blocks to larger objects. While the construction kit is mostly simple, it often defines a vast and very complex field that consists of all possible objects that can be built from the building blocks by using any (finite) sequence of combinations of operators. This idea affects and structures many areas of computer science. We present examples from several fields, among them are
We conclude with some examples of totally inverse situations, where complicated construction kits appear in everyday life while the fields they define are more or less simple, and shortly discuss possible social consequences.
Von Andreas Schwill an der Veranstaltung SEC III im Text Informatics - The science of minimal systems with maximal complexity (2002) They try to get the maximum out of the the minimum, i.e. they wish to create most diverse and complex pictures, sculptures, pieces of music, artworks, collections of car models, or informatics systems out of the smallest possible reservoirs of combinators operating on few colors, shapes, notes, rhythms, car components, or basic informatics objects.
For an informatician it is a fundamental idea of computer science to search for, define, analyze, and operate with construction kits consisting of small sets of basic building blocks and a small number of operations to combine the building blocks to larger objects. While the construction kit is mostly simple, it often defines a vast and very complex field that consists of all possible objects that can be built from the building blocks by using any (finite) sequence of combinations of operators. This idea affects and structures many areas of computer science. We present examples from several fields, among them are
- imperative, functional, and predicative programming languages,
- computable functions,
- Turing and register machines,
- Boolean functions,
- data types,
- VLSI,
- characterizations of formal languages, and
- algorithmic paradigms, along with examples from other sciences.
We conclude with some examples of totally inverse situations, where complicated construction kits appear in everyday life while the fields they define are more or less simple, and shortly discuss possible social consequences.
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Personen KB IB clear | Jerome S. Bruner , Umberto Eco , Erich Gamma , Richard Helm , Ralph Johnson , Andreas Schwill , John Vlissides | ||||||||||||||||||||||||||||||||||||
Begriffe KB IB clear | Criterion of SenseCriterion of Sense , Criterion of TimeCriterion of Time , Fundamentale Ideen , Fundamentale Ideen der Informatik , Horizontal CriterionHorizontal Criterion , Informatikcomputer science , Komplexitätcomplexity , Kunst , Mathematikmathematics , Vertical CriterionVertical Criterion , Wirtschafteconomy , Wissenschaftscience | ||||||||||||||||||||||||||||||||||||
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Informatics - The science of minimal systems with maximal complexity: Full Paper as PDF-File (: , 31 kByte; : Link unterbrochen? Letzte Überprüfung: 2021-03-21 Letzte erfolgreiche Überprüfung: 2020-11-28) |
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Folien des Beitrages für die o.g. Konferenz: Da die Folien einige interessante Elemente enthalten, wurden sie auf Nachfrage zur Verfügung gestellt. Danke ( : Link unterbrochen? Letzte Überprüfung: 2021-03-21 Letzte erfolgreiche Überprüfung: 2020-11-28) |
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