Some consequences of the Karpenko-Merkurjev theorem
Aurel Meyer, Zinovy Reichstein

TL;DR
This paper applies a recent theorem by Karpenko and Merkurjev to resolve multiple open questions in the field of essential dimension, advancing understanding in algebraic geometry.
Contribution
It leverages the Karpenko-Merkurjev theorem to answer longstanding questions, providing new insights into the essential dimension theory.
Findings
Resolved several open questions in essential dimension
Demonstrated applications of the Karpenko-Merkurjev theorem
Enhanced understanding of algebraic structures
Abstract
We use a recent theorem of N. A. Karpenko and A. S. Merkurjev to settle several questions in the theory of essential dimension.
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Taxonomy
Topicsadvanced mathematical theories · Advanced Differential Equations and Dynamical Systems · Mathematical Dynamics and Fractals
