C. Terry

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20162024

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math.LO2017

$VC_{ℓ}$ -dimension and the jump to the fastest speed of a hereditary $L$ -property

C. Terry

In this paper we investigate a connection between the growth rates of certain classes of finite structures and a generalization of $VC$ -dimension called $VC_{ℓ}$ -d…

math.LO2016

Structure and enumeration theorems for hereditary properties in finite relational languages

Caroline Terry

Given a finite relational language $\calL$, a hereditary $\calL$-property is a class of finite $\calL$-structures which is closed under isomorphism and model theoretic substructure…

VCℓ​-dimension and the jump to the fastest speed of a hereditary L-property

Structure and enumeration theorems for hereditary properties in finite relational languages

$VC_{ℓ}$ -dimension and the jump to the fastest speed of a hereditary $L$ -property