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PRISON® Streetwear | How it started & Brand History
Because, for me, "prison" was never about being imprisoned in the literal sense; it was about being connected to something bigger: being imprisoned in New York, imprisoned in streetwear fashion, …
NoahMcBird/HumanCenteredDesign
A website and connected database for the University of Indianapolis (⭐ 0)
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Hurwitz spaces and liftings to the Valentiner group
We study the components of the Hurwitz scheme of ramified coverings of $\mathbb{P}^1$ with monodromy given by the alternating group $A_6$ and elements in the conjugacy class of product of two disjoint cycles. In order to detect the connected componen...
On the automorphism groups of graphs with twice prime valency
A graph is edge-transitive if its automorphism group acts transitively on the edge set. In this paper, we investigate the automorphism groups of edge-transitive graphs of odd order and twice prime valency. Let $Γ$ be a connected graph of odd order a...
Basic Tetravalent Oriented Graphs of Independent-Cycle Type
The family $\mathcal{OG}(4)$ consisting of graph-group pairs $(Γ, G)$, where $Γ$ is a finite, connected, 4-valent graph admitting a $G$-vertex-, and $G$-edge-transitive, but not $G$-arc-transitive action, has recently been examined using a normal q...
Higher class field theory and the connected component
In this note we present a new self-contained approach to the class field theory of arithmetic schemes in the sense of Wiesend. Along the way we prove new results on space filling curves on arithmetic schemes and on the class field theory of local rin...
Three-dimensional manifolds with poor spines
A special spine of a three-manifold is said to be poor if it does not contain proper simple subpolyhedra. Using the Turaev-Viro invariants, we establish that every compact three-dimensional manifold M with connected nonempty boundary has a finite num...
Topological spines of 4-manifolds
We show that infinitely many of the simply connected 4-manifolds constructed by Levine and Lidman that do not admit PL spines actually admit topological spines....
Positive flow-spines and contact 3-manifolds
A flow-spine of a 3-manifold is a spine admitting a flow that is transverse to the spine, where the flow in the complement of the spine is diffeomorphic to a constant flow in an open ball. We say that a contact structure on a closed, connected, orien...
Diffeomorphic souls and disconnected moduli spaces of nonnegatively curved metrics
We give examples of open manifolds that carry infinitely many complete metrics of nonnegative sectional curvature such that they all have the same soul, and their isometry classes lie in different connected components of the moduli space. All previou...
Codimension two souls and cancellation phenomena
For each nonnegative integer we find an open (4m+9)-dimensional simply-connected manifold admitting complete nonnegatively curved metrics whose souls are non-diffeomorphic, homeomorphic, and have codimension 2. We give a diffeomorphism classification...
Piazza della Cisterna - Wikipedia
Piazza della Cisterna is a piazza in San Gimignano, Italy. It is triangular with a slight natural slope, and is connected to the nearby Piazza del Duomo
Exotic open $4$-manifolds which are non-leaves
We study the possibility of realizing exotic smooth structures on punctured simply connected $4$-manifolds as leaves of a codimension one foliation on a compact manifold. In particular, we show the existence of uncountably many smooth open $4$-manifo...
Generic model for Cooper pair splitting
A superconductor connected to normal leads allows to generate Einstein-Podolsky-Rosen pairs by Cooper pair splitting. It has been realized with quantum dots either defined in carbon nanotubes or InAs nanowires. After establishing the presence of Coop...
Seljuk (leader) - Wikipedia
officer in the Khazar army. These sources provide information about the ancestors of the Seljuks, records that Duqaq is connected to Khazar Melik. The fact
Kite Pseudo Effect Algebras
We define a new class of pseudo effect algebras, called kite pseudo effect algebras, which is connected with partially ordered groups not necessarily with strong unit. In such a case, starting even with an Abelian po-group, we can obtain a noncommuta...
On the Expressibility of the Reconstructional Color Refinement
One of the most basic facts related to the famous Ulam reconstruction conjecture is that the connectedness of a graph can be determined by the deck of its vertex-deleted subgraphs, which are considered up to isomorphism. We strengthen this result by...