AbstractWe study first-order expansions of ordered fields that are definably complete, and moreover either are locally o-minimal, or have a locally o-minimal open core. We give a characterisation of structures with locally o-minimal open core, and we show that dense elementary pairs of locally o-minimal structures have locally o-minimal open core
This paper is a brief survey on a uniformly locally o-minimal structure of the second kind for non-s...
Let $\mathcal F=(F, +. \cdot, <, 0, 1, \dots)$ be a definably complete locally o-minimal expansion o...
Locally 0-minimal structures are some local versions of 0-minimal structures. This notion is studied...
AbstractWe study first-order expansions of ordered fields that are definably complete, and moreover ...
This paper discusses sufficient conditions for a definably complete densely linearly ordered expansi...
There are three main parts to this thesis, all centred around ultraproducts of o-minimal structures....
Abstract. We consider an o-minimal expansion M0 = (R0, <,+, · · · ) of a real closed field, an...
In questa tesi presentiamo un risultato in cui riusciamo a provare che una famiglia di strutture del...
We first show that the projection image of a discrete definable set is again discrete for an arbitra...
Locally o-minimal structures are some local adaptation from o-minimal ones. These structures were tr...
We consider definably complete Baire expansions of ordered fields: every definable subset of the dom...
Locally o-minimal structures are some local adaptation from o-minimal structures. They were treated,...
A b s t r a c t. We investigate minimal first-order structures and consider interpretability and def...
Locally o-minimal structures are some local adaptation from o-minimal structures. They were investig...
Speissegger proved that the Pfaffian closure of an o- minimal expansion of the real field is o-minim...
This paper is a brief survey on a uniformly locally o-minimal structure of the second kind for non-s...
Let $\mathcal F=(F, +. \cdot, <, 0, 1, \dots)$ be a definably complete locally o-minimal expansion o...
Locally 0-minimal structures are some local versions of 0-minimal structures. This notion is studied...
AbstractWe study first-order expansions of ordered fields that are definably complete, and moreover ...
This paper discusses sufficient conditions for a definably complete densely linearly ordered expansi...
There are three main parts to this thesis, all centred around ultraproducts of o-minimal structures....
Abstract. We consider an o-minimal expansion M0 = (R0, <,+, · · · ) of a real closed field, an...
In questa tesi presentiamo un risultato in cui riusciamo a provare che una famiglia di strutture del...
We first show that the projection image of a discrete definable set is again discrete for an arbitra...
Locally o-minimal structures are some local adaptation from o-minimal ones. These structures were tr...
We consider definably complete Baire expansions of ordered fields: every definable subset of the dom...
Locally o-minimal structures are some local adaptation from o-minimal structures. They were treated,...
A b s t r a c t. We investigate minimal first-order structures and consider interpretability and def...
Locally o-minimal structures are some local adaptation from o-minimal structures. They were investig...
Speissegger proved that the Pfaffian closure of an o- minimal expansion of the real field is o-minim...
This paper is a brief survey on a uniformly locally o-minimal structure of the second kind for non-s...
Let $\mathcal F=(F, +. \cdot, <, 0, 1, \dots)$ be a definably complete locally o-minimal expansion o...
Locally 0-minimal structures are some local versions of 0-minimal structures. This notion is studied...
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