Top Tweets for #Modularforms
Peut-être que j’aurais dû écrire direct :
« Pour l’hypothèse de Riemann… faut se pencher sérieusement sur Ramanujan, les q-séries et la fonction zeta » 😂😅
#RiemannHypothesis #Ramanujan #qSeries #ModularForms #NumberTheory
Thrilled to share a trilogy of notes that naturally extend @KenOno691 ’s magnificent paper “Modularity from q-series”!
• From Ramanujan Summation to Modular Monodromy
(a unified local-to-global reconstruction principle)
• The Andrews–Gordon Family as a Test Case
(higher-rank scalability)
• Toward a Nahm–Ono Bridge
(Bloch torsion as the algebraic shadow of finite cuspwise q-differential closure)
Huge respect and admiration to Prof. Ono for resolving Andrews’ 1975 challenge.
Deeply inspired by his “good-for-O” criterion. Comments & feedback most welcome!
(Preprints attached / links below) 🔥
Evaluation of a twisted lattice sum over imaginary quadratic fields. By relating a weighted sum over ℚ(√-7) to the periods of the CM elliptic curve y² = x³ - 35x - 98, we obtain a closed form via the Chowla–Selberg formula.
#NumberTheory #ArithmeticGeometry #ModularForms
X-Flat Ties, from 4" to 24", secure and space the forms, while Wedge Bolts eliminate the need for special tools during setup.
#Formwork #XFlatTie #ConstructionTools #ModularForms #ConcreteForming #WedgeBolt #BuildingMaterials #SteelFormwork #TimberFormwork #FormworkSystem
@Math_files Full derivation, code, and extended analysis in our open‑access repository:
🔗 https://t.co/cuc8taMkEl
#NumberTheory #Pi #Ramanujan #ModularForms #Math #OpenScience
📢 Don’t miss this! Join @bpulidob and me next week for the first MOSS seminar of Season 2!
#DanyloRadchenko will talk on #SpherePackings and #ModularForms ✨
#MOSS #Mathematics
#EMYA #EMS @EMSYoungAcademy
#CNRS
📢 MOSS Seminar (Season 2) starts next week.
🎙️ Danylo Radchenko (@CNRS, Laboratoire Paul Painlevé)
🗣️ Title: Sphere packings and modular forms
🗓️ 5 February 2026 • 🕓 16:00 CET • Online
Scan QR code for access link.
#Maths #MOSS #ModularForms #SpherePackings #CNRS #EMYA
📢 MOSS Seminar (Season 2) starts next week.
🎙️ Danylo Radchenko (@CNRS, Laboratoire Paul Painlevé)
🗣️ Title: Sphere packings and modular forms
🗓️ 5 February 2026 • 🕓 16:00 CET • Online
Scan QR code for access link.
#Maths #MOSS #ModularForms #SpherePackings #CNRS #EMYA
Join us for the NITheCS mini-course, “Lattices and Modular Forms”, presented by Prof René Schoof (University of Rome Tor Vergata, Italy).
🗓 25–28 November 2025
⏰ 10h00–12h00 SAST
🔗https://t.co/3z67yubm4k
#EuclideanLattices #SpherePackings #ModularForms #MathematicalSciences
New preprint released on Zenodo:
“The Tripartite Theory of Universal Order: NC-MAC”
DOI:https://t.co/p09D41F4JB
#math #noncommutative #modularforms #zeta #galois
The paper's remark on the Nahm conjecture (p.4: relating Bloch-group torsion to finite orbit data) also hints at integrable extensions—unlocking a horizon for q-deformed CFT and beyond? #qseries #Painleve #ModularForms
Proving it directly from q-series themselves, without relying on the classical axiom of choice—using the algebra of q-series and systems of differential equations—is truly magnificent! A breakthrough in number theory!#qseries #ModularForms
mpmath dps=70, q=exp(-π): conv error<10^{-70} (singular U stable)
Ramanujanの「謎めいた洞察」からOno直接証明へ、q-超関数でmodularity unlocked? #qseries #ModularForms #Ramanujan
��New course!】Multiple zeta values/ Henrik BACHMANN, Associate Professor
#nagoyauniversity #OCW #Math #Algebra #ModularForms #NumberTheory #LectureVideos #LectureMaterials
https://t.co/iMccw9lQzh
quasimodular decompがnonlinear q-seriesのnew source—Ken Ono拡張の鍵(theorem2)？ #qSeries #ModularForms #KenOno
Introducing our Timber Steel Plywood Forming X-Flat Tie System, designed for secure and efficient modular formwork. Our X-Flat Ties, available in various sizes, are paired with Wedge Bolts for easy setup without special tools. #Formwork #ConstructionSupplies #ModularForms
Timber Steel #PlywoodForming X-Flat Tie System
#XFlatTie: X-Flat Tie are used with Wedge Bolt to secure and space #modularforms. X Flat Ties are available from 4" to 24". And other sizes can be produced according to clients' demand.
#construction #constructionsupply
Timber Steel Plywood Forming X-Flat #TieSystem
X-Flat Tie: X-Flat Tie are used with Wedge Bolt to secure and space #modularforms. X Flat Ties are available from 4" to 24". And other sizes can be produced according to clients' demand.
#construction #concrete #concreteconstruction
Timber Steel #PlywoodForming X-#FlatTieSystem
#XFlatTie: X-Flat Tie are used with Wedge Bolt to secure and space #modularforms. X Flat Ties are available from 4" to 24". And other sizes can be produced according to clients' demand.
#construction
https://t.co/sYzoqYaIyx
#Modularforms are one of the most beautiful and mysterious objects in #mathematics. What are they?
https://t.co/x5zNegs3Hq
Dr Sumukha Sathyanarayana is Postdoctoral Fellow at Prof Atul Dixit’s Lab in IITGN’s Mathematics Department. His research focuses on #AnalyticNumberTheory, #ModularForms, and L-functions
2/ Modular forms: Dedekind numbers appear as coefficients in the expansion of modular forms, providing insights into their behavior and properties. #DedekindNumbers #ModularForms
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