Tootfinder

Allies demand international tribunal to hold Russia accountable for crimes in Ukraine: https://benborges.xyz/2024/04/03/allies-demand-international.html

Domestic Dynamic Demand Ideas and the Nesta Challenge - Learn about some dynamic demand experiments that did not blow up my kitchen (much), and the Nesta competition! #dynamicDemand #research -

Domestic Dynamic Demand Ideas and the Nesta Challenge
Learn about some dynamic demand experiments that did not blow up my kitchen (much), and the Nesta competition! #dynamicDemand #research

Nope. Not gonna happen on that timeline… https://mastodon.cloud/@DamnInteresting/112373792422893807

Damn Interesting (@DamnInteresting@mastodon.cloud)
Attached: 1 image Electric air taxis are on the way – quiet eVTOLs may be flying passengers as early as 2025 https://theconversation.com/electric-air-taxis-are-on-the-way-quiet-evtols-may-be-flying-passengers-as-early-as-2025-228664?utm_source=DamnInteresting

As lawmakers prepare to take up NOAA funding, conservation groups demand $300M spending hike for endangered marine species | Courthouse News Service
https://www.courthousenews.com/as-lawmaker

As lawmakers prepare to take up NOAA funding, conservation groups demand $300M spending hike for endangered marine species
The agency’s program for protecting marine mammals, sea turtles and other threatened wildlife remains underfunded, advocates say — while some species face extinction by as early as midcentu.

The very extreme price swings in unusual grid events can unfortunately drive a major impact to ratepayers; these events can be mitigated with collective efforts to reduce usage during periods of unusual supply/demand mismatch (e.g. EV chargers that automatically turn off), an approach I think is typically referred to as "Demand Response". As we further electrify, demand response systems seem like they'll be even more crucial. (h/t @…

Connected Domination in Plane Triangulations
Felicity Bryant, Elena Pavelescu
https://arxiv.org/abs/2403.00595 https://arxiv.org/pdf/…

Connected Domination in Plane Triangulations
A set of vertices of a graph $G$ such that each vertex of $G$ is either in the set or is adjacent to a vertex in the set is called a dominating set of $G$. If additionally, the set of vertices induces a connected subgraph of $G$ then the set is a connected dominating set of $G$. The domination number $γ(G)$ of $G$ is the smallest number of vertices in a dominating set of $G$, and the connected domination number $γ_c(G)$ of $G$ is the smallest number of vertices in a connected dominating set o…

#Movies #JamesBond #DiamondsAreForever
Via Donald Red Grant @DonaldGran82261
·
2h
Diamonds are Forever (1971)

UCLA Med School Requires Students To Attend Lecture Where Speaker Demands Prayer for 'Mama Earth,' Leads Chants of 'Free Palestine.' (Aaron Sibarium/Washington Free Beacon)
https://freebeacon.com/campus/ucla-med-school-requires-students-to-attend-lecture-where-speaker-demands-prayer-for-mama-earth-leads-chants-of-free-palestine/
http://www.memeorandum.com/240403/p28#a240403p28

DON’T FUCKING OPEN IT! JFC have you people never seen a movie!? 🤣 https://mastodon.cloud/@DamnInteresting/112372777860124724

Damn Interesting (@DamnInteresting@mastodon.cloud)
Attached: 1 image Archaeologists Discovered a Haunting Grave That Was Built to Contain Zombies https://www.popularmechanics.com/science/archaeology/a60649902/zombie-grave-discovered/?utm_source=DamnInteresting

Connected Domination in Plane Triangulations
Felicity Bryant, Elena Pavelescu
https://arxiv.org/abs/2403.00595 https://arxiv.org/pdf/…

Connected Domination in Plane Triangulations
A set of vertices of a graph $G$ such that each vertex of $G$ is either in the set or is adjacent to a vertex in the set is called a dominating set of $G$. If additionally, the set of vertices induces a connected subgraph of $G$ then the set is a connected dominating set of $G$. The domination number $γ(G)$ of $G$ is the smallest number of vertices in a dominating set of $G$, and the connected domination number $γ_c(G)$ of $G$ is the smallest number of vertices in a connected dominating set o…