Range-extension conjecture for the algebraic degree of semidefinite programming

Let $\delta(m,n,r)$ denote the algebraic degree of semidefinite programming, and let the formula in Theorem~ be the formula established there under a stated restriction on the range of $m$. Range-extension conjecture. The formula for the algebraic degree of semidefinite programming in Theorem~ holds without the restriction in the range of $m$. This extends the theorem beyond its stated range; the supplied text gives no resolution of the conjecture.