Add to ORKGA treatise on bounded arithmetic and propositional proof complexity by the leader in the field
This talk will give an overview of the relatively young field of QBF proof complexity, explaining QB...
We establish new, and surprisingly tight, connections between propositionalproof complexity and fini...
This survey discusses theories of bounded arithmetic, growth rates of definable functions, natural p...
Discusses the deep connections between logic and complexity theory, and lists a number of intriguing...
This book is about two topics on the borderline between logic and complexity theory, and in particul...
The study of proof complexity was initiated in [Cook and Reckhow 1979] as a way to attack the P vs.N...
Propositional proof complexity is the study of the lengths of propositional proofs in various differ...
Offers a self-contained work presenting basic ideas, classical results, current state of the art and...
This article surveys R. Parikh’s work on feasibility, bounded arithmetic and the complexity of proof...
A possibly unexpected by-product of the mathematical study of the lengths of proofs, as is done in t...
AbstractThis article surveys R. Parikh's work on feasibility, bounded arithmetic and the complexity ...
This thesis is dedicated to the study of the relations between uniform and nonuniform proof complexi...
Proof complexity focuses on the complexity of theorem proving procedures, a topic which is tightly l...
Based on the concept of pseudorandom generators, the notation of a generator which is hard for a pro...
We formalize and study the question of whether there are inherent difficulties to showing lower boun...
This talk will give an overview of the relatively young field of QBF proof complexity, explaining QB...
We establish new, and surprisingly tight, connections between propositionalproof complexity and fini...
This survey discusses theories of bounded arithmetic, growth rates of definable functions, natural p...
Discusses the deep connections between logic and complexity theory, and lists a number of intriguing...
This book is about two topics on the borderline between logic and complexity theory, and in particul...
The study of proof complexity was initiated in [Cook and Reckhow 1979] as a way to attack the P vs.N...
Propositional proof complexity is the study of the lengths of propositional proofs in various differ...
Offers a self-contained work presenting basic ideas, classical results, current state of the art and...
This article surveys R. Parikh’s work on feasibility, bounded arithmetic and the complexity of proof...
A possibly unexpected by-product of the mathematical study of the lengths of proofs, as is done in t...
AbstractThis article surveys R. Parikh's work on feasibility, bounded arithmetic and the complexity ...
This thesis is dedicated to the study of the relations between uniform and nonuniform proof complexi...
Proof complexity focuses on the complexity of theorem proving procedures, a topic which is tightly l...
Based on the concept of pseudorandom generators, the notation of a generator which is hard for a pro...
We formalize and study the question of whether there are inherent difficulties to showing lower boun...
This talk will give an overview of the relatively young field of QBF proof complexity, explaining QB...
We establish new, and surprisingly tight, connections between propositionalproof complexity and fini...
This survey discusses theories of bounded arithmetic, growth rates of definable functions, natural p...