Lmst

<<“Grounded In The Stars” Statue Is Meant To Spark “Deeper Reflection Around The Human Condition”>>
By Thomas J. Price
<<Per the installation’s description, the statue disrupts traditional notions of what it means to be triumphant — something that’s depicted through the woman’s clothing, posture, and scale. Its meant to “challenge who should be rendered immortal through monumentalization.”>>
#afrofuturism
#average
#amalgam
#BlackNuance
#BlackFedi
#BlackMastodon
#art

https://secretnyc.co/grounded-in-the-stars-statue-thomas-j-price/

#average : any charge in addition to the regular charge for freight of goods shipped

- French: moyen

- German: durchschnittlich

- Italian: media

- Portuguese: médio / média

- Spanish: mediano

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Report an incorrect translation @ https://wordofthehour.org/r/translations

How to Average in Prolog (2017)

https://storytotell.org/how-to-average-in-prolog

#HackerNews #How #to #Average #in #Prolog #Prolog #Programming #Average #Function #Hacker #News #2017

Celtics ready to take on Knicks in Eastern Conference Semifinals https://www.rawchili.com/nba/11638/ #attention #average #Basketball #Boston #BostonCeltics #BostonCeltics #Celtics #EasternConference #EasternConferenceSemifinals #game #Game1 #Knicks #monday #NBA #NewSeries #NewYorkKnicks #physicality #playoff #Point #semifinals #SimpleDetail #stake #team #time

RECAP OF APRIL 2025 WEATHER IN NORTHLAND:

Overall, the #Northland saw an #average month of #temperatures in April with its various #spring-like swings.

Thanks to a late month #storm system, #precipitation totals were at or above average.

https://www.facebook.com/WeathermanRustyMehlberg/posts/672513422045445

#wxtooter #weather #wx #MNwx #WIwx #UPwx

Over the 37 years I've lived in this house, the trees have outgrown the horizon. There are very few remarkable sunrises or sunsets anymore. I love my trees all the same. Last evening was different. It wasn't anything spectacular, waving its arms and screaming at me, but it was just pretty enough to make me pull the phone out of my pocket for a portrait.
#sunset #average #pnw #vaguelypretty

Pale yellow sunset over tall hedges and distant trees. The yellow area is outlined in an aura of pink-turning-purplish before blending into bluish-gray clouds. Photog is slightly elevated, standing on a small deck that supports a blooming wisteria, framing the left foreground.

In a magazine article [1] on problems and progress in quantum field theory, Wood writes of Feynman path integrals, “No known mathematical procedure can meaningfully average an infinite number of objects covering an infinite expanse of space in general. The path integral is more of a physics philosophy than an exact mathematical recipe.”

This article [2] provides a method for averaging an arbitrary collection of objects; however, the average can be any number in the extension of the range of these objects. (Note, an arbitrary collection of these objects is a function.)

Question: Suppose anything meaningful has applications in quantum field theory. Is there a way to meaningfully choose a unique, finite average of a function whose graph matches the description in Wood's quote?

For more info, see this post [3].

[1]: https://www.quantamagazine.org/mathematicians-prove-2d-version-of-quantum-gravity-really-works-20210617/

[2]: https://arxiv.org/pdf/2004.09103

[3]: https://math.stackexchange.com/q/5052005/125918

#PathIntegral #quantum #FeynmanPathIntegral #mean #average #expectedvalue #quantumfieldtheory

A quotation from Mignon McLaughlin

Your children are neither as bad nor as good as you imagine. But then, neither are you.

Mignon McLaughlin (1913-1983) American journalist and author
The Neurotic’s Notebook, ch. 2 (1963)

Sourcing, notes: wist.info/mclaughlin-mignon/75…

#quote #quotes #quotation #qotd #character #assessment #average #badbehavior #children #goodbehavior #parenting #quality #selfassessment #selfawareness #subjectivity

VINTAGE POSTCARD Football Works of the plays of the soldier Average Football

https://www.cpaphil.com/en/products/pages/2?search=football

#Football #Works #Plays #Soldier #Average #VintagePostcard #History #Heritage #VintageArt #Memory #Illustration
#HistoricalPostcard #FootballArt #ArtisticDesign

VINTAGE POSTCARD Football Works of the plays of the soldier Average Football www.cpaphil.com/en/p... #Football #Works #Plays #Soldier #Average #VintagePostcard #History #Heritage #VintageArt #Memory #Illustration #HistoricalPostcard #FootballArt #ArtisticDesign

VINTAGE POSTCARD Football Works of the plays of the soldier Average Football

https://www.cpaphil.com/en/products/pages/2?search=football

#Football #Works #Plays #Soldier #Average #VintagePostcard #History #Heritage #VintageArt #Memory #Illustration
#HistoricalPostcard #FootballArt #ArtisticDesign

شرح بالتفصيل مؤشر الماكد واعداداته 2025

مؤشر #الماكد (#MACD) هو أداة تحليل فني تُستخدم لتقييم الاتجاهات في السوق. يرمز MACD إلى “#Moving #Average Convergence #Divergence ” (تقارب واختلاف المتوسطات المتحركة)

https://forexblog.ae/?p=77538

@setebos you even crimped it properly and made it comply with #VDE standards...

This is beyond #Averagé by a long shot!

I finally know what I want.

Let \(n\in\mathbb{N}\) and suppose function \(f:A\subseteq\mathbb{R}^{n}\to\mathbb{R}\), where \(A\) and \(f\) are Borel. Let \(\text{dim}_{\text{H}}(\cdot)\) be the Hausdorff dimension, where \(\mathcal{H}^{\text{dim}_{\text{H}}(\cdot)}(\cdot)\) is the Hausdorff measure in its dimension on the Borel \(\sigma\)-algebra.

§1. Motivation

Suppose, we define everywhere surjective \(f\):

Let \((A,\mathrm{T})\) be a standard topology. A function \(f:A\subseteq\mathbb{R}^{n}\to\mathbb{R}\) is everywhere surjective from \(A\) to \(\mathbb{R}\), if \(f[V]=\mathbb{R}\) for every \(V\in\mathrm{T}\).

If f is everywhere surjective, whose graph has zero Hausdorff measure in its dimension (e.g., [1]), we want a unique, satisfying [2] average of \(f\), taking finite values only. However, the expected value of \(f\):

\[\mathbb{E}[f]=\frac{1}{{\mathcal{H}}^{\text{dim}_{\text{H}}(A)}(A)}\int_{A}f\, d{\mathcal{H}}^{\text{dim}_{\text{H}}(A)}\]

is undefined since the integral of \(f\) is undefined: i.e., the graph of \(f\) has Hausdorff dimension \(n+1\) with zero \((n+1)\)-dimensional Hausdorff measure. Thus, w.r.t a reference point \(C\in\mathbb{R}^{n+1}\), choose any sequence of bounded functions converging to \(f\) [2, §2.1] with the same satisfying [2, §4] and finite expected value [2, §2.2].

[1]: https://mathoverflow.net/questions/476471/is-there-an-explicit-everywhere-surjective-f-mathbbr-to-mathbbr-whose-gr

[2]: https://www.researchgate.net/publication/389499633_Defining_a_Unique_Satisfying_Expected_Value_From_Chosen_Sequences_of_Bounded_Functions_Converging_to_an_Everywhere_Surjective_Function/stats

#HausdorffMeasure #HausdorffDimension
#EverywhereSurjectiveFunction
#ExpectedValue
#Average
#research