Lavender Lacoult
7 followers · 12 following · 336 views
on the atlas — 36
- Loam1 savers
- Thomas Miller's Birding Blog: Non-local birding1 savers
- Russula sardonia, Primrose Brittlegill identification1 savers
- Long-tailed shrike1 savers
- Home Page - art appeal1 savers
- SGA Chairman’s ignorance could fuel goshawk persecution – Raptor Persecution UK1 savers
- The Eurasian jay and acorns – a symbiosis – Arboriculture1 savers
- Migration and stopover in a small pelagic seabird, the Manx shearwater Puffinus puffinus: insights from machine learning - PMC1 savers
- Portland Bird Observatory and Field Centre: 14th June1 savers
- Utricularia1 savers
- List of wort plants1 savers
- Alexander horned sphere1 savers
- The Project Gutenberg eBook of How to tell the Birds from the Flowers and other Wood-cuts, by Robert Williams Wood.1 savers
- E-Mail – Maxime Lacoult – Outlook1 savers
- Dandelion identification - BSBI Website1 savers
- Featherbase1 savers
- Thomas Miller's Birding Blog: 2020 Caspian Gull Tally1 savers
- Ortolan Bunting – Sound Approach1 savers
- nocmig – Recording nocturnal bird migration1 savers
- Bedale Leech House1 savers
- Thomas Miller's Birding Blog1 savers
- Étoile_en_fuite1 savers
- Limerence1 savers
- Larus cachinnans1 savers
- Literary Hub » Carl Phillips on the Value of Silence for Writers3 savers
- list animals until failure2 savers
- Cowboy Bebop: The Movie1 savers
- minor_thesis1 savers
- Searching for Birds1 savers
- Pisot–Vijayaraghavan number1 savers
- [1601.01948] Metric Diophantine Approximation: aspects of recent work1 savers
- Oxfordshire Birding – Out of the blue1 savers
- A towering tradition: the falcons that return each Easter - University of Birmingham1 savers
- Snowy Owl (2/3) — Historical Rare Birds1 savers
- Ivory-billed woodpecker - Wikipedia1 savers
- La Maison | Le Dilettante1 savers
highlights — 21
they all have a long and narrow black tail,
Long-tailed shrikeHogg’s display of ignorance about this species is quite staggering.
SGA Chairman’s ignorance could fuel goshawk persecution – Raptor Persecution UKResearch has even shown that many oaks bear the scar of early uprooting by a jay
The Eurasian jay and acorns – a symbiosis – ArboricultureKnowing which direction to aim, he picked it up with his Telinga parabolic microphone nearly a minute before it arrived.
Ortolan Bunting – Sound Approachjust as two undergraduate twitchers arrived
Thomas Miller's Birding BlogA characteristic property of PV numbers is that their powers approach integers at an exponential rate.
Pisot–Vijayaraghavan numberWe rather admire people who simply pick up huge birds of prey and carry them home with them, as seems to have been the ignominious fate of two of these birds.
Snowy Owl (2/3) — Historical Rare BirdsThe stomach was found to contain a partly digested Purple Sandpiper, which had evidently been swallowed entire as the bird was quite complete.
Snowy Owl (2/3) — Historical Rare BirdsIf the former is extinct, one of these lice, the phtilopterid Saemundssonia jamaicensis may be coextinct, as it has not been found on other birds.
Jamaican petrel - WikipediaI will be forever grateful to the friend who took me on my first climb and showed me how satisfying it is to build a physical skill over time.
Projects I'm Working on That Make Me Feel Aliverecreational reading and writing they pursue outside formal education is actually practice
Projects I'm Working on That Make Me Feel Alivemushrooms (actually a fungus, though, it is not a plant at all,)
List of vegetables - Simple English Wikipedia, the free encyclopediacilantro coriander eggplant endive
List of vegetables - Simple English Wikipedia, the free encyclopediacilantro coriander eggplant endive
List of vegetables - Simple English Wikipedia, the free encyclopediaIn mathematics, the fractional Laplacian is an operator that generalizes the notion of the Laplace operator to fractional powers of spatial derivatives. It is frequently used in the analysis of nonlocal partial differential equations, especially in geometry and diffusion theory.
Fractional Laplacian - WikipediaThis implies that the Fourier transform restricted to 𝐿 1 ( 𝑅 ) ∩ 𝐿 2 ( 𝑅 ) has a unique extension to a linear isometric map 𝐿 2 ( 𝑅 ) ↦ 𝐿 2 ( 𝑅 ) , sometimes called the Plancherel transform. This isometry is actually a unitary map. In effect, this makes it possible to speak of Fourier transforms of quadratically integrable functions.
Plancherel theorem - WikipediaAnother worry about LLM-generated definitions is that, unlike proofs, Lean cannot check that the Lean definition aligns with the human concept that it is supposed to be capturing
Xena | Mathematicians learning Lean by doing.These are everyday objects used by graduate students in mathematics departments across the world; no theorem prover knows what these things are.
Xena | Mathematicians learning Lean by doing.favors "a language of simple diction, which reproduces with ease the allure of prose without ever losing poetic color",
Andromaque - Wikipedia"refashions the tragic genre as he discards the conventions of Corneille's heroic tragedy and Quinault's melodramatic tragedy and focuses simply on the human tragedy, born from the clash of passions, particularly love"
Andromaque - WikipediaYuri Matiyasevich utilized a method involving Fibonacci numbers, which grow exponentially, in order to show that solutions to Diophantine equations may grow exponentially. Earlier work by Julia Robinson, Martin Davis and Hilary Putnam – hence, MRDP – had shown that this suffices to show that every computably enumerable set is Diophantine.
Diophantine set - Wikipedia