On the Computational Complexity and Geometry of the First-Order Theory of the Reals, Part I
SIGLETIB: RO 5219 (59) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Technische Informationsbib...
The combinatorics of a first order mathematical structure is the class of all formulas valid in all ...
Computable analysis studies problems involving real numbers, sets and functions from the viewpoint o...
PLEASE NOTE: The original Technical Report TR00853 is missing. A copy can be found at http://www.sc...
This series of papers presents a complete development and complexity analysis of a decision method, ...
AbstractThis paper deals with issues of structural complexity in a linear version of the Blum-Shub-S...
AbstractThis paper deals with issues of structural complexity in a linear version of the Blum-Shub-S...
We briefly survey recent computational complexity results for certain algebraic problems that are re...
This series of papers presents a complete development and complexity analysis of a decision method, ...
This paper gives a description of some aspects of complexity in real algebraic geometry: explicit bo...
Abstract. We survey both old and new developments in the theory of al-gorithms in real algebraic geo...
The classical (Turing) theory of computation has been extraordinarily successful in providing the fo...
The combinatorics of a first order mathematical structure is the class of all formulas valid in all ...
The combinatorics of a first order mathematical structure is the class of all formulas valid in all ...
The combinatorics of a first order mathematical structure is the class of all formulas valid in all ...
SIGLETIB: RO 5219 (59) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Technische Informationsbib...
The combinatorics of a first order mathematical structure is the class of all formulas valid in all ...
Computable analysis studies problems involving real numbers, sets and functions from the viewpoint o...
PLEASE NOTE: The original Technical Report TR00853 is missing. A copy can be found at http://www.sc...
This series of papers presents a complete development and complexity analysis of a decision method, ...
AbstractThis paper deals with issues of structural complexity in a linear version of the Blum-Shub-S...
AbstractThis paper deals with issues of structural complexity in a linear version of the Blum-Shub-S...
We briefly survey recent computational complexity results for certain algebraic problems that are re...
This series of papers presents a complete development and complexity analysis of a decision method, ...
This paper gives a description of some aspects of complexity in real algebraic geometry: explicit bo...
Abstract. We survey both old and new developments in the theory of al-gorithms in real algebraic geo...
The classical (Turing) theory of computation has been extraordinarily successful in providing the fo...
The combinatorics of a first order mathematical structure is the class of all formulas valid in all ...
The combinatorics of a first order mathematical structure is the class of all formulas valid in all ...
The combinatorics of a first order mathematical structure is the class of all formulas valid in all ...
SIGLETIB: RO 5219 (59) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Technische Informationsbib...
The combinatorics of a first order mathematical structure is the class of all formulas valid in all ...
Computable analysis studies problems involving real numbers, sets and functions from the viewpoint o...