Introduces arithmetic C(S^1,R)-modules whose K_0 yields Euler characteristics for perfect etale Z_l-sheaves and prismatic F-gauges without Tate semi-simplicity, removing the assumption from Milne's cohomological zeta-value formula.
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Special Values without Semi-Simplicity Via K-Theory
Introduces arithmetic C(S^1,R)-modules whose K_0 yields Euler characteristics for perfect etale Z_l-sheaves and prismatic F-gauges without Tate semi-simplicity, removing the assumption from Milne's cohomological zeta-value formula.