Constructive Complexity Theory 2025

STOC TheoryFest Workshop
Prague, Czech Republic, June 23-25, 2025

Why do the main questions of complexity theory remain open after decades of intensive effort? This workshop covers exciting new results and tools that are beginning to explain the inherent difficulty of open questions in complexity theory, with two main themes. The algorithmic method formulates complexity separations as computational problems. Feasible meta-mathematics studies (un)provability of complexity-theoretic statements in formal systems weaker than Peano Arithmetic, but still capable of proving many key theorems about algorithms and complexity. We will have:

The location of STOC TheoryFest 2025 in Prague is a special opportunity for this workshop. Prague is home to a circle of researchers with an enormous impact on the meta-mathematics and logical foundations of complexity theory.

Schedule (preliminary)

Monday June 23
8:45AM Introduction: Formulating Complexity Theory as a Collection of Computational Problems
Marco Carmosino
9:45AM Introduction: Translating Complexity Statements into Logic & Studying Their Provability
Emil Jeřábek
Tuesday June 24
8:45AM Introduction: Witnessing Theorems — Converting Proofs into Algorithms
TBA
9:45AM Short Talks
Call Forthcoming, Details TBA
Wednesday June 25
8:45AM Research Spotlight: Algorithmic Formulations
TBA
9:15AM Research Spotlight: Logical Foundations
TBA
9:45AM Panel Discussion: Future Directions in Constructive Complexity and Logical Foundations

Panel Session

Moderated by Rahul Santhanam. Confirmed participants include:

Call for Short Talks

TBA.

Call for Online Posters

TBA.

Logistics

Registration at STOC 2025 is required for attendance; more details TBA.

Organizers