Asia Kate Dillon - Wikipedia
Asia Kate Dillon (born November 15, 1984) is an American actor. They are known for their roles as Brandy Epps in Orange Is the New Black and Taylor Mason
On Dillon's property of $(n,m)$-functions
Dillon observed that an APN function $F$ over $\mathbb{F}_2^{n}$ with $n$ greater than $2$ must satisfy the condition $\{F(x) + F(y) + F(z) + F(x + y + z) \,:\, x,y,z \in\mathbb{F}_2^n\}= \mathbb{F}_2^n$. Recently, Taniguchi (2023) generalized this c...
Dillon Danis - Wikipedia
Dillon Danis (born August 22, 1993) is an American mixed martial artist. He currently competes in Misfits as part of their MMA division, where he is the
Melinda Dillon - Wikipedia
Melinda Ruth Dillon (October 13, 1939 – January 9, 2023) was an American actress. She was nominated for a 1963 Tony Award for her Broadway debut in the
Non-existence results for vectorial bent functions with Dillon exponent
We prove new non-existence results for vectorial monomial Dillon type bent functions mapping the field of order $2^{2m}$ to the field of order $2^{m/3}$. When $m$ is odd and $m>3$ we show that there are no such functions. When $m$ is even we derive a...
On the Classification of Dillon's APN Hexanomials
We systematically analyze a class of hexanomial functions over finite fields of characteristic $2$ proposed by Dillon (2006) as candidates for almost perfect nonlinear (APN) functions, significantly extending earlier partial-APN results. For function...
Bent functions generalizing Dillon's partial spread functions
This note presents generalizations of the partial spread bent functions introduced by Dillon, as well as the corresponding relative difference sets in nonabelian groups....
dmmulroy/dillonis.online
No description (⭐ 4)
Why do people still listen to Tim Dillon?
I used to love Tim Dillon when he was still doing a comedy podcast. Sometime, maybe around 2022, he started doing current events and more news-type stuff. I thought the show went downhill ever since t...
[Charania]: Phoenix Suns guard Dillon Brooks has sustained a broken left hand and will be…
Shams Charania has posted the following: > Phoenix Suns guard Dillon Brooks has sustained a broken left hand and will be sidelined, sources tell ESPN. Doctors will meet to determine a timetable. ...
Matt Dillon - Wikipedia
Matthew Raymond Dillon (born February 18, 1964) is an American actor. He has received various accolades, including a Screen Actors Guild Award and two
lwdillon/dillon-admin-pro
java权限管理系统桌面客户端(Java Permission Management System Desktop Client) (⭐ 37)
lwdillon/dillon-boot-fx
javafx权限管理系统UI (⭐ 56)
Bath Towels, Washcloths, Hand Towels & Bath Sheets - Dillard's
Shop our collection of Bath Towels, Washcloths, Hand Towels & Bath Sheets from your favorite brands including Noble Excellence, Southern Living, Lauren Ralph Lauren, and more available at Dillard's.
The search for standard model four-top-quark production at sqrt(s) = 13 TeV in the single…
A combined search for standard model four-top-quark production in the single lepton plus jets and dilepton channels will be presented. The analysis utilises the 2015 dataset recorded by the CMS experiment at sqrt(s) = 13 TeV which corresponds to an i...
Dilshan-H/Oblivion-Inverse
A Simple E-mail Tracker - Made with Flask, Setup under 30 minutes - Track your messages using your own platform! (⭐ 34)
A Note on John Simplex with Positive Dilation
We prove a Johns theorem for simplices in $R^d$ with positive dilation factor $d+2$, which improves the previously known $d^2$ upper bound. This bound is tight in view of the $d$ lower bound. Furthermore, we give an example that $d$ isn't the optimal...
Spatial Iterated Prisoner's Dilemma as a Transformation Semigroup
The prisoner's dilemma (PD) is a game-theoretic model studied in a wide array of fields to understand the emergence of cooperation between rational self-interested agents. In this work, we formulate a spatial iterated PD as a discrete-event dynamical...
Barry Diller: The movie business as before is finished and will never come back
Points: 249 | Comments: 479 | Author: danso
Least dilatation of pure surface braids
We study the minimal dilatation of pseudo-Anosov pure surface braids and provide upper and lower bounds as a function of genus and the number of punctures. For a fixed number of punctures, these bounds tend to infinity as the genus does. We also boun...