Redshift conjecture
http://dbpedia.org/resource/Redshift_conjecture
In mathematics, more specifically in chromatic homotopy theory, the redshift conjecture states, roughly, that algebraic K-theory has chromatic level one higher than that of a complex-oriented ring spectrum R.It was formulated by John Rognes in a lecture at Schloss Ringberg, Germany, in January 1999, and made more precise by him in a lecture at Mathematische Forschungsinstitut Oberwolfach, Germany, in September 2000. In July 2022, Burklund, Schlank and Yuan announced a solution of a version of the redshift conjecture for arbitrary -ring spectra, after Hahn and Wilson did so earlier in the case of the truncated Brown-Peterson spectra BP.
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Inom matematiken, mer specifikt inom , är rödförskjutningsförmodan en förmodan som ungefär säger att algebraiska K-teorin has kromatisk nivå ett högre än nivån av ett komplexorienterat R.
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Redshift conjecture
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Rödförskjutningsförmodan
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41144748
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1124196959
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red-shift+conjecture
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red-shift conjecture
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In mathematics, more specifically in chromatic homotopy theory, the redshift conjecture states, roughly, that algebraic K-theory has chromatic level one higher than that of a complex-oriented ring spectrum R.It was formulated by John Rognes in a lecture at Schloss Ringberg, Germany, in January 1999, and made more precise by him in a lecture at Mathematische Forschungsinstitut Oberwolfach, Germany, in September 2000. In July 2022, Burklund, Schlank and Yuan announced a solution of a version of the redshift conjecture for arbitrary -ring spectra, after Hahn and Wilson did so earlier in the case of the truncated Brown-Peterson spectra BP.
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Inom matematiken, mer specifikt inom , är rödförskjutningsförmodan en förmodan som ungefär säger att algebraiska K-teorin has kromatisk nivå ett högre än nivån av ett komplexorienterat R.
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2558