en.wikipedia.org/wiki/Barlow_surface

In mathematics, a **Barlow surface** is one of the complex surfaces introduced by
Rebecca Barlow (1984, 1985). They are simply connected surfaces of general ...

en.wikipedia.org/wiki/Godeaux_surface

In mathematics, a Godeaux surface is one of the surfaces of general type
introduced by Lucien Godeaux in 1931. Other surfaces constructed in a similar
way with the same Hodge numbers are also sometimes called Godeaux surfaces
. Surfaces with the same Hodge numbers (such as **Barlow surfaces**) are ...

arxiv.org/abs/1210.0343

Oct 1, 2012 **...** Moreover, we show that in a small neighbourhood of S in the moduli space of
determinantal **Barlow surfaces**, the generic surface has a ...

arxiv.org/abs/1210.3935

Oct 15, 2012 **...** They specialize to double covers of **Barlow surfaces**. We prove that the group of a
Catanese surface is equal to , which implies the same result ...

homepages.warwick.ac.uk/~masda/surf/more/Barlow.pdf

pg = 0, K2 = 1, due to Rebecca **Barlow**. (notes by M. Reid). March 1981. 0
Introduction. Suppose that X is the canonical model of a **surface** of general type
with.

homepages.warwick.ac.uk/~masda/surf/more/Godeaux.pdf

chapter discusses the known results on Godeaux and Campedelli surfaces, ... the
**Barlow surface** as the “only known” simply connected surface of general.

webusers.imj-prg.fr/~claire.voisin/Articlesweb/JDG-97-1-A8-Voisin.pdf

They specialize to double covers of **Barlow surfaces**. We prove that the CH0
group of a Catanese surface is equal to Z, which implies the same result for the ...

msp.org/gt/2009/13-3/gt-v13-n3-p06-p.pdf

Feb 24, 2009 **...** A rational surface satisfies pg D q D 0 and it has Kodaira dimension Ä D 1.
Around ... pg D 0 appeared, the so-called **Barlow surface** [2].

projecteuclid.org/euclid.jdg/1404912107

Catanese surfaces are regular surfaces of general type with pg=0. They
specialize to double covers of **Barlow surfaces**. We prove that the CH0 group of a
...