Scott B. Lindstrom

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math.OC2024

Tight error bounds for log-determinant cones without constraint qualifications

Ying Lin, Scott B. Lindstrom, Bruno F. LourenÃ§o +1

In this paper, without requiring any constraint qualifications, we establish tight error bounds for the log-determinant cone, which is the closure of the hypograph of the perspecti…

math.OC2024

Optimal error bounds in the absence of constraint qualifications with applications to the $p$ -cones and beyond

Scott B. Lindstrom, Bruno F. LourenÃ§o, Ting Kei Pong

We prove tight HÃ¶lderian error bounds for all $p$ -cones. Surprisingly, the exponents differ in several ways from those that have been previously conjectured; moreover, they illumi…

Tight error bounds for log-determinant cones without constraint qualifications

Optimal error bounds in the absence of constraint qualifications with applications to the p-cones and beyond

Optimal error bounds in the absence of constraint qualifications with applications to the $p$ -cones and beyond