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Weibel's conjecture is a statement in algebraic K-theory proposed by Charles Weibel. Specifically, it concerns the K-theory of rings and states that for any commutative ring \( R \) with a unit, the K-theory group \( K_0(R) \) is isomorphic to a certain direct sum involving the Grothendieck group of finitely generated projective modules over \( R \).

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  1. K-theory
  2. Algebraic topology
  3. Fields of abstract algebra
  4. Fields of mathematics
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