William Balderrama

collaborators

2 papers

math.AT2025

Equivariant $v_{1, 0}$ -self maps

William Balderrama, Yueshi Hou, Shangjie Zhang

Let $G$ be a cyclic $p$ -group or generalized quaternion group, $X \in I ¨ _{0} S_{G}$ be a virtual $G$ -set, and $V$ be a fixed point free complex $G$ -representation. Under conditions depe…

math.AT2024

Equivalences of the form $I^£^{V} X ≃ I^£^{W} X$ in equivariant stable homotopy theory

William Balderrama

We study equivalences of the form $I^£^{V} X ≃ I^£^{W} X$ , where $G$ is a compact Lie group, $X$ is a $G$ -spectrum, and $V$ and $W$ are $G$ -representations. These equivalences enco…

Equivariant v1,0​-self maps

Equivalences of the form I^£VX≃I^£WX in equivariant stable homotopy theory

Equivariant $v_{1, 0}$ -self maps

Equivalences of the form $I^£^{V} X ≃ I^£^{W} X$ in equivariant stable homotopy theory