
- DOCUMENTING YOUR WRITTEN WORK January 2, 2011
- A WEAK GROWTH DICHOTOMY FOR DMINIMAL EXPANSIONS OF THE REAL FIELD*
- STATUS OF THE O-MINIMAL TWO-GROUP QUESTION* CHRIS MILLER AND SERGEI STARCHENKO
- DEFINABLE CHOICE IN D-MINIMAL EXPANSIONS OF ORDERED GROUPS*
- As the title suggests, this brief note is a follow-up to [5] (my rst published paper), which the reader is assumed to have at hand. I make more readily available some results
- AN UPGRADE FOR ``AVOIDING THE PROJECTIVE HIERARCHY IN EXPANSIONS OF THE REAL FIELD BY SEQUENCES''
- AN UPGRADE + FOR ``GEOMETRIC CATEGORIES AND OMINIMAL STRUCTURES''
- PUBLICATIONS CHRIS MILLER
- DMINIMAL EXPANSIONS OF THE REAL FIELD HAVE THE EXCHANGE PROPERTY*
- GENERIC EXPANSIONS OF ORDERED STRUCTURES ALFRED DOLICH, CHRIS MILLER, CHARLES STEINHORN
- DEFINABLE CHOICE IN DMINIMAL EXPANSIONS OF ORDERED GROUPS*
- AN UPGRADE FOR "AVOIDING THE PROJECTIVE HIERARCHY IN EXPANSIONS OF THE REAL FIELD BY SEQUENCES"
- PUBLICATIONS CHRIS MILLER
- GENERIC EXPANSIONS OF ORDERED STRUCTURES ALFRED DOLICH, CHRIS MILLER, CHARLES STEINHORN
- "GEOMETRIC CATEGORIES AND O-MINIMAL STRUCTURES" Chris Miller
- AP-SETS OF RATIONALS DEFINE THE NATURAL NUMBERS (PRELIMINARY REPORT)
- A WEAK GROWTH DICHOTOMY FOR D-MINIMAL EXPANSIONS OF THE REAL FIELD*
- STATUS OF THE OMINIMAL TWOGROUP QUESTION* CHRIS MILLER AND SERGEI STARCHENKO
- D-MINIMAL EXPANSIONS OF THE REAL FIELD HAVE THE EXCHANGE PROPERTY*
- Midwest Model Theory Meeting '10'11 Talks will be in CH240 (sometimes known as MA240), on the west end of the second
- AN UPGRADE FOR "AVOIDING THE PROJECTIVE HIERARCHY IN EXPANSIONS OF THE REAL FIELD BY SEQUENCES"
- GENERIC EXPANSIONS OF ORDERED STRUCTURES ALFRED DOLICH, CHRIS MILLER, CHARLES STEINHORN
- APSETS OF RATIONALS DEFINE THE NATURAL NUMBERS (PRELIMINARY REPORT)
- STATUS OF THE O-MINIMAL TWO-GROUP QUESTION* CHRIS MILLER AND SERGEI STARCHENKO
- AN UPGRADEy FOR "GEOMETRIC CATEGORIES AND O-MINIMAL STRUCTURES"
- D-MINIMAL EXPANSIONS OF THE REAL FIELD HAVE THE EXCHANGE PROPERTY*
- AP-SETS OF RATIONALS DEFINE THE NATURAL NUMBERS (PRELIMINARY REPORT)
- PUBLICATIONS CHRIS MILLER
- DEFINABLE CHOICE IN D-MINIMAL EXPANSIONS OF ORDERED GROUPS*
- A TRICHOTOMY FOR EXPANSIONS OF R an BY TRAJECTORIES OF ANALYTIC PLANAR VECTOR FIELDS
- A TRICHOTOMY FOR EXPANSIONS OF Ran BY TRAJECTORIES OF ANALYTIC PLANAR VECTOR FIELDS
- AN UPGRADE FOR "EXPANSIONS OF THE REAL FIELD WITH POWER FUNCTIONS"
- A WEAK GROWTH DICHOTOMY FOR D-MINIMAL EXPANSIONS OF THE REAL FIELD*
- A TRICHOTOMY FOR EXPANSIONS OF Ran BY TRAJECTORIES OF ANALYTIC PLANAR VECTOR FIELDS