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From the 1 of 7 linked papers with an AI index.

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7 papers

cs.LG2026

Double-Scoring: Reliable Extraction of Strong Lottery Tickets

Bryce A. Christopherson, Jack Baretz, Darian Colgrove +1

The lottery ticket hypothesis proposes that large random neural networks contain sparse subnetworks that can match the performance of dense models after comparable training. A stro…

math.OC2026

A Refinement in Čech Cohomology of Coron's Necessary Condition

Bryce Christopherson, Farhad Jafari

The paper strengthens Coron's topological obstruction for continuous feedback stabilization of nonlinear control systems by proving that a certain subset must be a Čech cohomology…

math.CO2026

Conditional Park--Pham Bounds under Positive Correlation

Bryce Alan Christopherson, Darian Colgrove

We record a conditional form of the -dependent Park--Pham theorem. If a monotone property is positively correlated with a conditioning event $B\subse…

math.OC2026

Brockett Openness Profiles and Gain-Limited Feedback Stabilization

Bryce Christopherson, Farhad Jafari

Brockett's necessary condition asserts that a continuously stabilizable nonlinear control system must have a vector field that is open at the equilibrium. We show that the quantita…

math.CO2025

Bounds on the Threshold Ramsey Multiplicity of Ramsey Numbers with Many Colors

Bryce Christopherson, Casia Steinhaus

The Ramsey number is the least integer such that any coloring of the edges of with two colors produces either a monochromatic in one color or a monochromat…

math.CO2025

When do the Kahn-Kalai Bounds Provide Nontrivial Information?

Bryce Alan Christopherson, Jack Baretz

The Park-Pham theorem (previously known as the Kahn-Kalai conjecture), bounds the critical probability, , of the a non-trivial property