Abstract
Let F be a field, and let \(\mathbb{G}\) be the standard Borel subgroup of the symplectic group Sp(2m, F). In this paper, we characterize the bijective maps ϕ: \(\mathbb{G}\) → \(\mathbb{G}\) satisfying ϕ[x, y] = [ϕ(x), ϕ(y)].
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