A Wick-rotatable metric is purely electric
We show that a metric of arbitrary dimension and signature which allows for a standard Wick-rotation to a Riemannian metric necessarily has a purely electric Riemann and Weyl tensor....
We show that a metric of arbitrary dimension and signature which allows for a standard Wick-rotation to a Riemannian metric necessarily has a purely electric Riemann and Weyl tensor....
Prometheus exporter for container metrics cAdvisor won't give you (⭐ 177)
We study generation in separable metric instance spaces. We extend the language generation framework from Kleinberg and Mullainathan [2024] beyond countable domains by defining novelty through metric separation and allowing asymmetric novelty paramet...
SAPA is a domain-independent heuristic forward chaining planner that can handle durative actions, metric resource constraints, and deadline goals. It is designed to be capable of handling the multi-objective nature of metric temporal planning. Our te...
Decimal multiplicative prefixes have been a feature of all forms of the metric system, with six of these dating back to the system's introduction in the 1790s. Metric prefixes have also been used with some …
We describe the class of graphs for which all metric spaces with diametrical graphs belonging to this class are ultrametric. It is shown that a metric space $(X, d)$ is ultrametric iff the diametrical graph of the metric $d_{\varepsilon}(x, y) = \max...
Let $(X, d)$ be an unbounded metric space. To investigate the asymptotic behavior of $(X, d)$ at infinity, one can consider a sequence of rescaling metric spaces $(X, \frac{1}{r_n} d)$ generated by given sequence $(r_n)_{n \in \mathbb N}$ of positive...
Let $(X,d)$ be an unbounded metric space and $\tilde r=(r_n)_{n\in\mathbb N}$ be a scaling sequence of positive real numbers tending to infinity. We define the pretangent space $Ω_{\infty, \tilde r}^{X}$ to $(X, d)$ at infinity as a metric space who...
A new sequential approach to investigations of structure of metric spaces at infinity is proposed. Criteria for finiteness and boundedness of metric spaces at infinity are found....
In this paper, we study rotationally symmetric extremal Kähler metrics on $\mathbb C^n$ ($n\geq 2$) and $\mathbb C^2 \backslash\{0\}$. We present a classification of such metrics based on the zeros of the polynomial appearing in Calabi's Extremal Eq...
This technical report formally defines the QoE metrics which are introduced and discussed in the article "QoE Beyond the MOS: An In-Depth Look at QoE via Better Metrics and their Relation to MOS" by Tobias Hoßfeld, Poul E. Heegaard, Martin Varela, S...
We present a foundation model for zero-shot metric monocular depth estimation. Our model, Depth Pro, synthesizes high-resolution depth maps with unparalleled sharpness and high-frequency details. The predictions are metric, with absolute scale, witho...
We develop an analogue of the classical Scott analysis for metric structures and infinitary continuous logic. Among our results are the existence of Scott sentences for metric structures and a version of the Lopez-Escobar theorem. We also derive some...
Benchmarkit | 2,280 followers on LinkedIn. Benchmarks Everywhere | Benchmarkit (formerly RevOps Squared) is the evolution of the RevOps Squared vision to use metrics and benchmarks to align B2B SaaS executives across the entire customer journey including custo…
Nothing You Can Take From Me Lyrics by Rachel Zegler- including song video, artist biography, translations and more: You can't take my past You can't take my history You could take my pa But …
Derived forms: taking, took, taken, takes. See also: take in, take off, take out, take up.
take it or leave it in Wiktionary, the free dictionary. Take It or Leave It may refer to: "Take It or Leave It" (Cage the Elephant song) "Take It or Leave
Each player starts the game with an empty basket and 10 cherries on his/her tree. Players take turns spinning the spinner and performing the indicated action. The spinner is divided into seven sections: Take one cherry off of the tree Take two cherries off of…
take away, takeaway, or take-away in Wiktionary, the free dictionary. Take away refers to food prepared in a restaurant to be eaten elsewhere. Take Away
"Miss Take: Boku wa Miss Take" (MISS TAKE 〜僕はミス・テイク〜) is the thirty-second single by the Japanese rock band Buck-Tick, released on July 4, 2012. The single