Eleftheriou, Pantelis E. - Department of Pure Mathematics, University of Waterloo

Advanced Search

Eleftheriou, Pantelis E. - Department of Pure Mathematics, University of Waterloo

INTERPRETABLE GROUPS ARE DEFINABLE PANTELIS ELEFTHERIOU, YA'ACOV PETERZIL, AND JANAK RAMAKRISHNAN
Notions of Bisimulation for Heyting-Valued Modal Pantelis E. Eleftheriou
GROUPS DEFINABLE IN LINEAR O-MINIMAL STRUCTURES A Dissertation
GROUPS DEFINABLE IN O-MINIMAL STRUCTURES PANTELIS E. ELEFTHERIOU
Research Proposal Pantelis E. Eleftheriou
DEFINABLE GROUP EXTENSIONS IN SEMI-BOUNDED O-MINIMAL STRUCTURES
DEFINABLE GROUPS AS HOMOMORPHIC IMAGES OF SEMILINEAR AND FIELD-DEFINABLE GROUPS
GROUPS DEFINABLE IN ORDERED VECTOR SPACES OVER ORDERED DIVISION RINGS
LOCAL ANALYSIS FOR SEMI-BOUNDED GROUPS PANTELIS E. ELEFTHERIOU
The universal covering homomorphism in o-minimal expansions of groups
LATTICES IN LOCALLY DEFINABLE SUBGROUPS OF Rn, +
PREGEOMETRIES AND IMAGINARIES PANTELIS E. ELEFTHERIOU
GROUPS DEFINABLE IN LINEAR O-MINIMAL STRUCTURES: THE NON-COMPACT CASE
DEFINABLE QUOTIENTS OF LOCALLY DEFINABLE PANTELIS E. ELEFTHERIOU AND YA'ACOV PETERZIL
COMPACT DOMINATION FOR GROUPS DEFINABLE IN LINEAR O-MINIMAL STRUCTURES
A SEMI-LINEAR GROUP WHICH IS NOT AFFINE PANTELIS E. ELEFTHERIOU
NON-STANDARD LATTICES AND O-MINIMAL GROUPS PANTELIS E. ELEFTHERIOU
Frame Constructions, Truth Invariance and Validity Preservation in Many-Valued Modal Logic
Notions of Bisimulation for Heyting-Valued Modal Languages
INTERPRETABLE GROUPS ARE DEFINABLE PANTELIS ELEFTHERIOU, YA'ACOV PETERZIL, AND JANAK RAMAKRISHNAN
THE UNIVERSAL COVERING MAP IN O-MINIMAL EXPANSIONS OF GROUPS
THE DESCENDING CHAIN CONDITION FOR GROUPS DEFINABLE IN O-MINIMAL STRUCTURES