Bilinear Formalism in Soliton Theory, a survey of the Hirota bilinear approach to #integrablesystems by J. Satsuma, is free to read at https://t.co/O827NnNlo6 @SpringerMath cc @b8eansatz @emulenews @genkuroki @physicsturtle @unaoya Link 🔼 made using HT ▶️
Congratulations to @lutzbornmann of @maxplanckpress on the receipt of the 2019 Derek John de Solla Price Medal, the highest honor in the field of the quantitative studies of science https://t.co/XmYG9IDSSE @SpringerEdu Free to read link ⬆️ made using HT 👉
RT @integrablesys: Did you know that a famous British physicist John William Strutt (Lord Rayleigh) was born in 1842 #OnThisDay? More at ht…
RT @integrablesys: Did you know that a famous British physicist John William Strutt (Lord Rayleigh) was born in 1842 #OnThisDay? More at ht…
RT @integrablesys: Did you know that a famous British physicist John William Strutt (Lord Rayleigh) was born in 1842 #OnThisDay? More at ht…
RT @integrablesys: Did you know that a famous British physicist John William Strutt (Lord Rayleigh) was born in 1842 #OnThisDay? More at ht…
RT @integrablesys: Did you know that a famous British physicist John William Strutt (Lord Rayleigh) was born in 1842 #OnThisDay? More at ht…
Did you know that a famous British physicist John William Strutt (Lord Rayleigh) was born in 1842 #OnThisDay? More at https://t.co/GGcpRCxmjD @SpringerMath cc @adhara_mathphys @emulenews @johnmdudley @subarusatosi Free to read link 🔼 made using HT ▶️https
RT @oaetc: Why #HighlyCited articles in general are not highly #tweeted? This & more in the @Springernomics paper at https://t.co/Wuo4DWVz…
RT @integrablesys: Did you know that Twitter's most popular @arXiv PDE paper is https://t.co/LjGdfW8S4J aka https://t.co/h8xNYT49sd @Spring…
RT @oaetc: Did you know that while review papers as a group tend to receive more #citations, the highest cited individual papers are more l…
RT @integrablesys: Did you know that Twitter's most popular @arXiv PDE paper is https://t.co/LjGdfW8S4J aka https://t.co/h8xNYT49sd @Spring…
RT @integrablesys: Did you know that the ancient Japanese art of origami is nontrivially related to PDEs? More at https://t.co/DLEmVTLrCb @…
RT @oaetc: Did you know that while review papers as a group tend to receive more #citations, the highest cited individual papers are more l…
RT @oaetc: Did you know that while review papers as a group tend to receive more #citations, the highest cited individual papers are more l…
RT @oaetc: Did you know that while review papers as a group tend to receive more #citations, the highest cited individual papers are more l…
RT @integrablesys: Did you know that the ancient Japanese art of origami is nontrivially related to PDEs? More at https://t.co/DLEmVTLrCb @…
RT @integrablesys: Meet @Twitter's most popular @arXiv PDE paper https://t.co/LjGdfW8S4J aka https://t.co/h8xNYT49sd @SpringerMath by Guido…
RT @integrablesys: Did you know that Jean Leray, well known for his works on PDEs and algebraic topology, was born in 1906 #OnThisDay? More…
RT @integrablesys: Check out a survey #IntegrableSystems and Differential Galois Theory by Juan J. Morales-Ruiz, free to read at https://t.…
RT @integrablesys: Did you know that Twitter's most popular @arXiv PDE paper is https://t.co/LjGdfW8S4J aka https://t.co/h8xNYT49sd @Spring…
RT @oaetc: Did you know that while review papers as a group tend to receive more #citations, the highest cited individual papers are more l…
Did you know that while review papers as a group tend to receive more #citations, the highest cited individual papers are more likely to be #research ones? More at https://t.co/AOBLJMjlT8 @AcademicChatter @isidroaguillo Free to read link 🔼 made using HT👉 h
RT @integrablesys: Did you know that the ancient Japanese art of origami is nontrivially related to PDEs? More at https://t.co/DLEmVTLrCb @…
RT @integrablesys: Did you know that the ancient Japanese art of origami is nontrivially related to PDEs? More at https://t.co/DLEmVTLrCb @…
RT @integrablesys: Did you know that the ancient Japanese art of origami is nontrivially related to PDEs? More at https://t.co/DLEmVTLrCb @…
RT @integrablesys: Did you know that the ancient Japanese art of origami is nontrivially related to PDEs? More at https://t.co/DLEmVTLrCb @…
RT @integrablesys: Did you know that the ancient Japanese art of origami is nontrivially related to PDEs? More at https://t.co/DLEmVTLrCb @…
RT @integrablesys: Did you know that the ancient Japanese art of origami is nontrivially related to PDEs? More at https://t.co/DLEmVTLrCb @…
RT @integrablesys: Did you know that the ancient Japanese art of origami is nontrivially related to PDEs? More at https://t.co/DLEmVTLrCb @…
RT @integrablesys: Did you know that the ancient Japanese art of origami is nontrivially related to PDEs? More at https://t.co/DLEmVTLrCb @…
RT @adamoprogresso: [1401.2122] New integrable (3+1)-dimensional systems and contact geometry https://t.co/g4XaDrPUg7
RT @integrablesys: Did you know that the ancient Japanese art of origami is nontrivially related to PDEs? More at https://t.co/DLEmVTLrCb @…
RT @integrablesys: Did you know that the ancient Japanese art of origami is nontrivially related to PDEs? More at https://t.co/DLEmVTLrCb @…
RT @integrablesys: Did you know that the ancient Japanese art of origami is nontrivially related to PDEs? More at https://t.co/DLEmVTLrCb @…
RT @integrablesys: Did you know that the ancient Japanese art of origami is nontrivially related to PDEs? More at https://t.co/DLEmVTLrCb @…
RT @integrablesys: Did you know that the ancient Japanese art of origami is nontrivially related to PDEs? More at https://t.co/DLEmVTLrCb @…
RT @integrablesys: Did you know that the ancient Japanese art of origami is nontrivially related to PDEs? More at https://t.co/DLEmVTLrCb @…
RT @integrablesys: Did you know that the ancient Japanese art of origami is nontrivially related to PDEs? More at https://t.co/DLEmVTLrCb @…
RT @integrablesys: Did you know that the ancient Japanese art of origami is nontrivially related to PDEs? More at https://t.co/DLEmVTLrCb @…
RT @integrablesys: Did you know that the ancient Japanese art of origami is nontrivially related to PDEs? More at https://t.co/DLEmVTLrCb @…
RT @integrablesys: Did you know that the ancient Japanese art of origami is nontrivially related to PDEs? More at https://t.co/DLEmVTLrCb @…
RT @integrablesys: Did you know that the ancient Japanese art of origami is nontrivially related to PDEs? More at https://t.co/DLEmVTLrCb @…
RT @integrablesys: Did you know that the ancient Japanese art of origami is nontrivially related to PDEs? More at https://t.co/DLEmVTLrCb @…
Did you know that the ancient Japanese art of origami is nontrivially related to PDEs? More at https://t.co/DLEmVTLrCb @SpringerMath @adhara_mathphys @chibafx @emulenews @genkuroki @hfymd @Paul_Painleve @ta_to_co @7shi Free to read link 🔼 made using HT ▶️
RT @integrablesys: #IntegrableSystems and Differential Galois Theory, a survey by J.J. Morales-Ruiz, is free to read at https://t.co/zGBbP0…
RT @integrablesys: #IntegrableSystems and Differential Galois Theory, a survey by J.J. Morales-Ruiz, is free to read at https://t.co/zGBbP0…
RT @academath: Sapevi che la pubblicazione 🇮🇹 https://t.co/JC48zR5w0q di Guido De Philippis & @AFigalli (premio di Fields 2018) è la più po…
RT @integrablesys: #IntegrableSystems and Differential Galois Theory, a survey by J.J. Morales-Ruiz, is free to read at https://t.co/zGBbP0…
RT @oaetc: Need to quickly figure out journal impact factor, #altmetrics and all that? See the brief survey at https://t.co/FiGnHovRZN @Spr…
RT @academath: Sapevi che la pubblicazione 🇮🇹 https://t.co/JC48zR5w0q di Guido De Philippis & @AFigalli (premio di Fields 2018) è la più po…
RT @oaetc: Need to quickly figure out journal impact factor, #altmetrics and all that? See the brief survey at https://t.co/FiGnHovRZN @Spr…
Need to quickly figure out journal impact factor, #altmetrics and all that? See the brief survey at https://t.co/FiGnHovRZN @SpringerHealth #scicomm @AcademicChatter @researchwhisper @thesiswhisperer @scielomexico #OA Free to read link 🔼 made using HT 👉 ht
RT @oaetc: .@stefhaustein's Scholarly @Twitter metrics is now published https://t.co/WO4Q6pva5Z (#openaccess https://t.co/YqfjC6tGTI @arXiv…
[1401.2122] New integrable (3+1)-dimensional systems and contact geometry https://t.co/g4XaDrPUg7
RT @adamoprogresso: [1401.2122] Nuovi sistemi integrabili (3 + 1) -dimensionali e geometria di contatto https://t.co/g4XaDrPUg7
RT @oaetc: .@stefhaustein's Scholarly @Twitter metrics is now published https://t.co/WO4Q6pva5Z (#openaccess https://t.co/YqfjC6tGTI @arXiv…
Sapevi che la pubblicazione 🇮🇹 https://t.co/JC48zR5w0q di Guido De Philippis & @AFigalli (premio di Fields 2018) è la più popolare articolo d'@arxiv su EDP su @Twitter? cc @Eliaolia @GratianJ @MarioRigoni2 @nunziarusso4 @upanizza @ValerioDeMolli HT ➡️
[1401.2122] Nuovi sistemi integrabili (3 + 1) -dimensionali e geometria di contatto https://t.co/g4XaDrPUg7
RT @integrablesys: Meet @Twitter's most popular @arXiv PDE paper https://t.co/LjGdfW8S4J aka https://t.co/h8xNYT49sd @SpringerMath by Guido…
RT @integrablesys: Meet @Twitter's most popular @arXiv PDE paper https://t.co/LjGdfW8S4J aka https://t.co/h8xNYT49sd @SpringerMath by Guido…
Meet @Twitter's most popular @arXiv PDE paper https://t.co/LjGdfW8S4J aka https://t.co/h8xNYT49sd @SpringerMath by Guido De Philippis & 2018 Fields medalist @AFigalli 🇮🇹 cc @degiulimatteo @dif_engine @ilciavo @pontecorvoste @rewasp1973 @tomfranzini HT
RT @integrablesys: Meet @Twitter's most popular @arXiv PDE paper https://t.co/LjGdfW8S4J aka https://t.co/h8xNYT49sd @SpringerMath by G. De…
RT @integrablesys: Meet @Twitter's most popular @arXiv PDE paper https://t.co/LjGdfW8S4J aka https://t.co/h8xNYT49sd @SpringerMath by G. De…
RT @integrablesys: Meet @Twitter's most popular @arXiv PDE paper https://t.co/LjGdfW8S4J aka https://t.co/h8xNYT49sd @SpringerMath by G. De…
Meet @Twitter's most popular @arXiv PDE paper https://t.co/LjGdfW8S4J aka https://t.co/h8xNYT49sd @SpringerMath by G. De Philippis & 2018 Fields medalist @AFigalli cc @emulenews @genkuroki @polymerase_96 @yukkisleeping @yutakashino @51D_Mustang HT ▶️
RT @integrablesys: Meet @Twitter's top 3 most popular #openaccess @arXiv PDE papers: https://t.co/LjGdfW8S4J https://t.co/n8tBXOWaAW https:…
Did you know that Jean Leray, well known for his works on PDEs and algebraic topology, was born in 1906 #OnThisDay? More on him & some of his research: https://t.co/tfA23jtDrt @SpringerMath @EMSnewsletter @SMAI_media Free to read link 🔼 made using HT
RT @integrablesys: #IntegrableSystems and Differential Galois Theory, a survey by J.J. Morales-Ruiz, is free to read at https://t.co/zGBbP0…
RT @integrablesys: #IntegrableSystems and Differential Galois Theory, a survey by J.J. Morales-Ruiz, is free to read at https://t.co/zGBbP0…
RT @integrablesys: #IntegrableSystems and Differential Galois Theory, a survey by J.J. Morales-Ruiz, is free to read at https://t.co/zGBbP0…
RT @integrablesys: Check out a survey #IntegrableSystems and Differential Galois Theory by Juan J. Morales-Ruiz, free to read at https://t.…
RT @integrablesys: #IntegrableSystems and Differential Galois Theory, a survey by J.J. Morales-Ruiz, is free to read at https://t.co/zGBbP0…
RT @integrablesys: #IntegrableSystems and Differential Galois Theory, a survey by J.J. Morales-Ruiz, is free to read at https://t.co/zGBbP0…
RT @integrablesys: #IntegrableSystems and Differential Galois Theory, a survey by J.J. Morales-Ruiz, is free to read at https://t.co/zGBbP0…
#IntegrableSystems and Differential Galois Theory, a survey by J.J. Morales-Ruiz, is free to read at https://t.co/zGBbP0wniM cc @cosmos8128 @Dbrane271 @l_ength @lovebourbaki @piano2683 @simizut22 @ta_to_co @termoshtt @Zangiri_poyo Link 🔼 made using HT ▶️ h
RT @integrablesys: Check out a survey #IntegrableSystems and Differential Galois Theory by Juan J. Morales-Ruiz, free to read at https://t.…
RT @integrablesys: Check out a survey #IntegrableSystems and Differential Galois Theory by Juan J. Morales-Ruiz, free to read at https://t.…
RT @integrablesys: Check out a survey #IntegrableSystems and Differential Galois Theory by Juan J. Morales-Ruiz, free to read at https://t.…
Check out a survey #IntegrableSystems and Differential Galois Theory by Juan J. Morales-Ruiz, free to read at https://t.co/zGBbP0wniM @SpringerMath cc @DynamicsSIAM @emulenews @evamirandag @Paul_Painleve @adhara_mathphys @genkuroki Link 🔼 made using HT ▶️
RT @integrablesys: One more @arXiv #integrablesystems psper trending on @Twitter: Gauge Theory and Integrability I by Kevin Costello, Edwar…
RT @integrablesys: Did you know that Twitter's most popular @arXiv PDE paper is https://t.co/LjGdfW8S4J aka https://t.co/h8xNYT49sd @Spring…
RT @integrablesys: One more @arXiv #integrablesystems psper trending on @Twitter: Gauge Theory and Integrability I by Kevin Costello, Edwar…
RT @integrablesys: One more @arXiv #integrablesystems psper trending on @Twitter: Gauge Theory and Integrability I by Kevin Costello, Edwar…
RT @integrablesys: One more @arXiv #integrablesystems psper trending on @Twitter: Gauge Theory and Integrability I by Kevin Costello, Edwar…
RT @integrablesys: Top 3 #openaccess @arXiv #PDE papers most popular on @Twitter via @poqaa_phys_math from https://t.co/HDVMIvm8yy https://…
RT @integrablesys: Did you know that Twitter's most popular @arXiv PDE paper is https://t.co/LjGdfW8S4J aka https://t.co/h8xNYT49sd @Spring…
RT @integrablesys: One more @arXiv #integrablesystems psper trending on @Twitter: Gauge Theory and Integrability I by Kevin Costello, Edwar…
RT @integrablesys: One more @arXiv #integrablesystems psper trending on @Twitter: Gauge Theory and Integrability I by Kevin Costello, Edwar…
RT @integrablesys: One more @arXiv #integrablesystems psper trending on @Twitter: Gauge Theory and Integrability I by Kevin Costello, Edwar…
One more @arXiv #integrablesystems psper trending on @Twitter: Gauge Theory and Integrability I by Kevin Costello, Edward Witten & Masahito Yamazaki @196884 https://t.co/gcLUAf6t7K The previous such paper is https://t.co/n8tBXOWaAW, see https://t.co/iB
RT @integrablesys: Did you know that Twitter's most popular @arXiv PDE paper is https://t.co/LjGdfW8S4J aka https://t.co/h8xNYT49sd @Spring…
RT @integrablesys: Top 3 #openaccess @arXiv #PDE papers most popular on @Twitter via @poqaa_phys_math from https://t.co/HDVMIvm8yy https://…
RT @integrablesys: Top 3 #openaccess @arXiv #PDE papers most popular on @Twitter via @poqaa_phys_math from https://t.co/HDVMIvm8yy https://…
RT @integrablesys: Did you know that Twitter's most popular @arXiv PDE paper is https://t.co/LjGdfW8S4J aka https://t.co/h8xNYT49sd @Spring…
Did you know that Twitter's most popular @arXiv PDE paper is https://t.co/LjGdfW8S4J aka https://t.co/h8xNYT49sd @SpringerMath by Guido De Philippis at @Sissaschool & 2018 Fields medalist @AFigalli at @ETH_en? cc @VillaniCedric @SignorAldo @adhara_math
RT @integrablesys: Top 3 #openaccess @arXiv #PDE papers most popular on @Twitter via @poqaa_phys_math from https://t.co/HDVMIvm8yy https://…
RT @integrablesys: Did you know that the famous American mathematician William Thurston was born in 1946 #OnThisDay? Check out a survey on…
RT @integrablesys: Did you know that a famous French 🇫🇷 mathematician Évariste Galois was born in 1811 #OnThisDay? Read about him at https:…
RT @oaetc: .@stefhaustein's Scholarly @Twitter metrics is now published https://t.co/WO4Q6pva5Z (#openaccess https://t.co/YqfjC6tGTI @arXiv…