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Large-Scale Analysis of Pop-Up Scam on Typosquatting URLs
TLDR
This paper presents a large-scale study on one particular delivery method of online scam: pop-up scam on typosquatting domains. Expand
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Limit laws of planar maps with prescribed vertex degrees
TLDR
We prove a generalmulti-dimensional central limit theorem for the expected number of vertices of a given degree in the family of planar maps whose vertex degrees are restricted to an arbitrary (finite or infinite) set of positive integers. Expand
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Vertex Degrees in Planar Maps
We prove a general multi-dimensional central limit theorem for the expected number of vertices of a given degree in the family of planar maps whose vertex degrees are restricted to an arbitraryExpand
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Cicho\'n's Diagram and Localisation Cardinals.
We reimplement the creature forcing construction used by Fischer et al. (arXiv:1402.0367) to separate Cicho\'{n}'s diagram into five cardinals as a countable support product. Using the fact that itExpand
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Stranger Things about Forcing without AC
Typically, set theorists reason about forcing constructions in the context of ZFC. We show that without AC, several simple properties of forcing posets fail to hold, one of which answers Miller'sExpand
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Halfway New Cardinal Characteristics
Based on the well-known cardinal characteristics $\mathfrak{s}$, $\mathfrak{r}$ and $\mathfrak{i}$, we introduce nine related cardinal characteristics by using the notion of asymptotic density toExpand
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Many Different Uniformity Numbers of Yorioka Ideals
Using a countable support product of creature forcing posets, we show that consistently, for uncountably many different functions the associated Yorioka ideals' uniformity numbers can be pairwiseExpand
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Set-theoretic blockchains
TLDR
We study the structure of its generic multiverse, the collection of its forcing extensions and ground models, ordered by inclusion. Expand
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Cicho\'n's Diagram and Localisation Cardinals
We reimplement the creature forcing construction used by Fischer et al. (arXiv:1402.0367) to separate Cicho\'{n}'s diagram into five cardinals as a countable support product. Using the fact that itExpand
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