G.H. Hardy

[G.H. Hardy @TThragg]

Ꮭ

[Daniel Mentrard @dment37]

Blue area? @geogebra #GeoGebra

[Fermat's Library @fermatslibrary]

"It is through logic that we prove, but through intuition that we discover" - Poincaré

[Fermat's Library @fermatslibrary]

In his autobiography, Bertrand Russell recalled the crisis of his youth

[G.H. Hardy @TThragg]

@khoyriyahasadah Kak, itu dia ganti di mana? Konter biasa jalanan atau di mall atau di service centre?

[Physics In History @PhysInHistory]

June 19, 1926, a letter written by Hendrik Antoon Lorentz to Erwin Schrödinger concerning wave quantum mechanics.
In this correspondence, Lorentz, at the age of 73, demonstrates his profound command over the newly established wave mechanics, leaving a significant impression on its originator, Schrödinger.

[𝐒𝐫𝐢𝐧𝐢𝐯𝐚𝐬𝐚 𝐑𝐚𝐠𝐡𝐚𝐯𝐚 ζ(1/2 + i σₙ )=0 @SrinivasR1729]

I found this amazing integral on Mathematica Stack Exchange. It was interesting and tricky. Here’s my solution and how could we extend the result to a more general integral?
MSE link: https://t.co/BU9pOmiW8g

[G.H. Hardy @TThragg]

@khoyriyahasadah Itu ganti di mana ya kak? Di konter biasa yang di pinggir jalan?

[G.H. Hardy @TThragg]

@khoyriyahasadah @acknowledgome blum ka. Aku sejauh ini baru cuman beli tombol daya+volume+fleksibel (dari shopee), masih blum nemu servis konter cocok.
Kakak udah nemu cara?

[G.H. Hardy @TThragg]

@gendengsetengah Eh iyakah kak? 8 juta itu cuman di semester 1?

[G.H. Hardy @TThragg]

@raganatte @tanyakanrl hai kakk, boleh tanya² dm ttg bion? Kakak dapat early bird juga waktu itu? Thank youu

[G.H. Hardy @TThragg]

@xxthvc hai mjb kakk, boleh nanya² di dm tentang bion kak? Thanks

[Mehtaab Sawhney @mehtaab_sawhney]

A remarkable paper appeared on arXiv tonight by Thomas Bloom, Will Sawin, Carl Schildkraut and Dmitrii Zhelezov. In this paper, they prove that there exists c>0 and arbitrarily large finite sets A of real numbers such that max(|A+A|,|AA|)≤|A|^{2-c}. This disproves the well-known sum-product conjecture over the real numbers. The sum-product conjecture considers the two most basic operations: addition and multiplication. A+A is the set of all pairwise sums of two elements in A while AA is the set of all pairwise products of two elements in A. (1/5)

[G.H. Hardy @TThragg]

@kehyeonho hai mjb kak, boleh dm nanya ttg tpks? Thank you🙏🙏

[G.H. Hardy @TThragg]

@atashimei halo mjb kakk izin tanya, kakak berhasil lolos kah waktu itu? Thanks 🙏🙏🙏

[G.H. Hardy @TThragg]

@nkmtras hai mjb kakk izin tanya, kakak waktu itu berhasil lolos kah? Thanks🙏🙏

[G.H. Hardy @TThragg]

@bayinyaom mjb kakk, kakak berhasil lolos kah? Thanks🙏

[G.H. Hardy @TThragg]

@jeffbucklei Hai kakk, waktu itu berhasil lolos kah? Thank you🙏🙏

[G.H. Hardy @TThragg]

@teriyaki_niyok mjb kakk, boleh dm tentang tpks? Kakak lolos waktu itu kah? Thankss

[G.H. Hardy @TThragg]

@zostaria hai kakk, izin tanya dm boleh ttg tpks? Kakak waktu itu berhasil lolos kah?

[G.H. Hardy @TThragg]

@pumpkinshcake @vara94900516791 @Hasya77211538 Kak, boleh dm tentang tpks waktu itu? Thankk youu🙏