result in K-theory
C37055
concept
A result in K-theory is a theorem or proposition describing how algebraic K-groups behave or relate to other invariants, often revealing deep structural or categorical properties of rings, schemes, or topological spaces.
Observed surface forms (3)
- algebraic K-theory invariant ×1
- result in algebraic K-theory ×1
- statement in algebraic K-theory ×1
Instances (5)
- families index theorem
- proof of the Milnor conjecture via concept surface "result in algebraic K-theory"
- Bott periodicity
- Bloch–Kato conjecture via concept surface "statement in algebraic K-theory"
-
Whitehead groups
via concept surface "algebraic K-theory invariant"
surface form: Whitehead group