Koi fish teapot update, bad news
The lid is stuck beyond fixing and the party is tomorrow. I guess she’s getting a sculpture instead of a functional teapot. ...
TIL That during WW2, there was an 'official' bribery and slush fund used to pay senior ger…
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Hochschild cohomology of the second kind: Koszul duality and Morita invariance
We define Hochschild cohomology of the second kind for differential graded (dg) or curved algebras as a derived functor in the twisted derived category, and show that it is invariant under suitable Morita equivalences of the second kind. A bimodule v...
AskSinPP/asksinpp-web
HomeMatic Funk-Komponenten im Eigenbau (⭐ 33)
BracketCove/KotlinCourseSamples
Source code samples for Application Programming Fundamentals w/ Kotlin, by Ryan Michael Kay (C) (⭐ 12)
The Synthetic Control Method with Nonlinear Outcomes: Estimating the Impact of the 2019 An…
The synthetic control estimator (Abadie et al., 2010) is asymptotically unbiased assuming that the outcome is a linear function of the underlying predictors and that the treated unit can be well approximated by the synthetic control before the treatm...
Ariella is “funner than the grandkids”?
Kody thinking Ariella is more fun [funner is not a word] than his grandkids. I know the subtitle says “grandparents” but it really sounds like he says grandkids - and given the context of the conv...
Venture Capital
VC covers the intersection of software, cloud and venture capital, as well as high growth startups in between. It offers readers the inside track on the boom of consumerized business software and apps (think Dropbox and Slack), venture capital's diversity problem and progress and…
Application of some techniques in Sperner Theory: Optimal orientations of vertex-multiplic…
Koh and Tay proved a fundamental classification of $G$ vertex-multiplications into three classes $\mathscr{C}_0, \mathscr{C}_1$ and $\mathscr{C}_2$. They also showed that any vertex-multiplication of a tree with diameter at least 3 does not belong to...
Optimal orientations of vertex-multiplications of cartesian products of graphs
Koh and Tay proved a fundamental classification of $G$ vertex-multiplications into three classes $\mathscr{C}_0, \mathscr{C}_1$ and $\mathscr{C}_2$. In this paper, we prove that vertex-multiplications of cartesian products of graphs $G\times H$ lie i...
A complete characterisation of vertex-multiplications of trees with diameter 5
Koh and Tay introduced a new family of graphs, $G$ vertex-multiplications, as an extension of complete $n$-partite graphs. They proved a fundamental classification of $G$ vertex-multiplications into three classes $\mathscr{C}_0, \mathscr{C}_1$ and $\...
Sawtooth stag beetle refold- designed by Kota imai
I love this model! Folded it for the first time in about march (Last picture) This model was very fun to fold, it has a very simple body, but still manyshaping possibilities as I added the scutellum...
Applicability of the Broken-Bond Rule to the Surface Energy of the fcc Metals
We apply the Green's function based full-potential screened Korringa-Kohn-Rostoker method in conjunction with the local density approximation to study the surface energies of the noble and the fcc transition and $sp$ metals. The orientation depende...
Log-concavity of characters of parabolic Verma modules, and of restricted Kostant partitio…
In 2022, Huh-Matherne-Mészáros-St. Dizier showed that normalized Schur polynomials are Lorentzian, thereby yielding their continuous (resp. discrete) log-concavity on the positive orthant (resp. on their support, in type $A$ root directions). A rei...
Environmental effects with Frozen Density Embedding in Real-Time Time-Dependent Density Fu…
Frozen Density Embedding (FDE) represents a versatile embedding scheme to describe the environmental effect on the electron dynamics in molecular systems. The extension of the general theory of FDE to the real-time time-dependent Kohn-Sham method has...
londonrag1/womenboots
Strut in style and embrace form and function with our collection of fashion forward boots for women . A footwear staple for many women, boots can be worn throughout the year in Hong Kong, Singapore, Malaysia, Australia, Philippines, China no matter the season. Comfortable enough…
Simple parallel estimation of the partition ratio for Gibbs distributions
We consider the problem of estimating the partition function $Z(β)=\sum_x \exp(β(H(x))$ of a Gibbs distribution with the Hamiltonian $H:Ω\rightarrow\{0\}\cup[1,n]$. As shown in [Harris & Kolmogorov 2024], the log-ratio $q=\ln (Z(β_{\max})/Z(β_{\...
Chow Mien & Chow Fun - Weebly
146. House Chow Mien....................... 14.95 147. Hong Kong Style House Special Pan Fried Noodle...................... 14.95 148. Shrimp Chow...
A few years ago, my friend asked me to make a logo for her soccer team the "Qualifiers" I…
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Matt Zoller Seitz / Vulture: "Bill Maher Is Stand-up Comedy’s Past. Hannah Gadsby Represen…
Have you heard of Hannah Gadsby, [this charming feminist who got a Netflix 'special'](http://archive.is/ZSNRa) that has been [widely panned as being completely unfunny](https://www.youtube.com/watch?v...