RT @integrablesys: Congratulations to Terence Tao @UCLA, the first Riemann prize recipient https://t.co/8seLv3pwfc Read on Tao's mathemati…
RT @integrablesys: Congratulations to Terence Tao @UCLA, the first Riemann prize recipient https://t.co/8seLv3pwfc Read on Tao's mathemati…
RT @integrablesys: Did you know how important are solitons for nonlinear fiber optics? Check out a recent survey https://t.co/5g4AHw35iI @S…
RT @integrablesys: Did you know that Norbert Wiener, the famous founder of cybernetics #AI #ML, was born 125 years ago #OnThisDay? More on…
RT @integrablesys: Congratulations to Terence Tao @UCLA, the first Riemann prize recipient https://t.co/8seLv3pwfc Read on Tao's mathemati…
RT @integrablesys: Congratulations to Terence Tao @UCLA, the first Riemann prize recipient https://t.co/8seLv3pwfc Read on Tao's mathemati…
RT @integrablesys: Congratulations to Terence Tao @UCLA, the first Riemann prize recipient https://t.co/8seLv3pwfc Read on Tao's mathemati…
RT @integrablesys: Congratulations to Terence Tao @UCLA, the first Riemann prize recipient https://t.co/8seLv3pwfc Read on Tao's mathemati…
RT @integrablesys: Congratulations to Terence Tao @UCLA, the first Riemann prize recipient https://t.co/8seLv3pwfc Read on Tao's mathemati…
RT @integrablesys: Congratulations to Terence Tao @UCLA, the first Riemann prize recipient https://t.co/8seLv3pwfc Read on Tao's mathemati…
Congratulations to Terence Tao @UCLA, the first Riemann prize recipient https://t.co/8seLv3pwfc Read on Tao's mathematical childhood https://t.co/g0eihiE15e @SpringerMath cc @amermathsoc @austms @genkuroki Free to read @readcube link 🔼 made using HT ▶️
RT @integrablesys: Did you know that Norbert Wiener, the famous founder of cybernetics #AI #ML, was born 125 years ago #OnThisDay? More on…
RT @integrablesys: Did you know that Norbert Wiener, the famous founder of cybernetics #AI #ML, was born 125 years ago #OnThisDay? More on…
RT @integrablesys: Did you know that Norbert Wiener, the famous founder of cybernetics #AI #ML, was born 125 years ago #OnThisDay? More on…
RT @integrablesys: Did you know that Norbert Wiener, the famous founder of cybernetics #AI #ML, was born 125 years ago #OnThisDay? More on…
RT @integrablesys: Did you know that Norbert Wiener, the famous founder of cybernetics #AI #ML, was born 125 years ago #OnThisDay? More on…
RT @integrablesys: Did you know that Norbert Wiener, the famous founder of cybernetics #AI #ML, was born 125 years ago #OnThisDay? More on…
Did you know that Norbert Wiener, the famous founder of cybernetics #AI #ML, was born 125 years ago #OnThisDay? More on him https://t.co/oOSbNWyMrh @SpringerMath cc @chibafx @DeepLearningAI1 @dplrw @ML_deep @__MLT__ Free to read link 🔼 made using HT ▶️
RT @oaetc: Can YOU do great research, and how to do it? See the must-read by R. Hamming to find out https://t.co/yD0Clg6uJC cc @CERN @emul…
RT @oaetc: Can YOU do great research, and how to do it? See the must-read by R. Hamming to find out https://t.co/yD0Clg6uJC cc @CERN @emul…
RT @integrablesys: Did you know how important are solitons for nonlinear fiber optics? Check out a recent survey https://t.co/5g4AHw35iI @S…
Can YOU do great research, and how to do it? See the must-read by R. Hamming to find out https://t.co/yD0Clg6uJC cc @CERN @emulenews @isidroaguillo @insidehighered @net_science @researchwhisper @RetractionWatch Free to read #SharedIt link ⬆️ made using 👉
RT @integrablesys: Did you know how important are solitons for nonlinear fiber optics? Check out a recent survey https://t.co/5g4AHw35iI @S…
RT @integrablesys: Did you know how important are solitons for nonlinear fiber optics? Check out a recent survey https://t.co/5g4AHw35iI @S…
RT @integrablesys: Did you know how important are solitons for nonlinear fiber optics? Check out a recent survey https://t.co/5g4AHw35iI @S…
RT @integrablesys: Did you know how important are solitons for nonlinear fiber optics? Check out a recent survey https://t.co/5g4AHw35iI @S…
RT @integrablesys: Did you know how important are solitons for nonlinear fiber optics? Check out a recent survey https://t.co/5g4AHw35iI @S…
RT @integrablesys: Did you know how important are solitons for nonlinear fiber optics? Check out a recent survey https://t.co/5g4AHw35iI @S…
RT @integrablesys: Did you know how important are solitons for nonlinear fiber optics? Check out a recent survey https://t.co/5g4AHw35iI @S…
RT @integrablesys: Did you know how important are solitons for nonlinear fiber optics? Check out a recent survey https://t.co/5g4AHw35iI @S…
RT @integrablesys: Did you know how important are solitons for nonlinear fiber optics? Check out a recent survey https://t.co/5g4AHw35iI @S…
Did you know how important are solitons for nonlinear fiber optics? Check out a recent survey https://t.co/5g4AHw35iI @SpringerMath cc @adhara_mathphys @chibafx @emulenews @johnmdudley @ProfrAlexBernal @sgleonsaval Free to read link 🔼 made using HT ▶️ h
RT @integrablesys: Meet @Twitter's most popular @arXiv PDE paper https://t.co/LjGdfW8S4J aka https://t.co/h8xNYT49sd @SpringerMath by Guido…
RT @OpenScienceR: Tip: to get a freely shareable full text link to ANY Springer Nature paper you have subscription access to, click Share a…
RT @oaetc: Wonder how to best blog & tweet your #research, set your online profiles right etc? Check out https://t.co/374bN5QkVE by @evalan…
RT @oaetc: Wonder how to best blog & tweet your #research, set your online profiles right etc? Check out https://t.co/374bN5QkVE by @evalan…
RT @oaetc: Wonder how to best blog & tweet your #research, set your online profiles right etc? Check out https://t.co/374bN5QkVE by @evalan…
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RT @integrablesys: Did you know that a well-known mathematical physicist Eugene Wigner 🇺🇸🇭🇺, 1963 #NobelPrize winner, was born in 1902 #OnT…
RT @integrablesys: Integer-Digit Functions: An Example of Math-Art Integration by Ernesto Estrada https://t.co/2SoGtrqxSJ open access @Spri…
RT @integrablesys: Did you know that a well-known Italian 🇮🇹 mathematician Eugenio Beltrami was born in 1835 #OnThisDay? Read for free his…
RT @integrablesys: Did you know that a well-known mathematical physicist Eugene Wigner 🇺🇸🇭🇺, 1963 #NobelPrize winner, was born in 1902 #OnT…
RT @integrablesys: Did you know that a well-known Japanese mathematician Shigeo Sasaki was born in 1912 #OnThisDay? Read for free on Sasaki…
RT @integrablesys: Did you know that a well-known Japanese mathematician Shigeo Sasaki was born in 1912 #OnThisDay? Read for free on Sasaki…
RT @integrablesys: Did you know that a well-known Japanese mathematician Shigeo Sasaki was born in 1912 #OnThisDay? Read for free on Sasaki…
RT @integrablesys: Did you know that a well-known Japanese mathematician Shigeo Sasaki was born in 1912 #OnThisDay? Read for free on Sasaki…
Did you know that a well-known Japanese mathematician Shigeo Sasaki was born in 1912 #OnThisDay? Read for free on Sasakian manifolds https://t.co/9pVJqtzsg3 @SpringerMath @SpringerJapan @chibafx @genkuroki @john5963 @SO880 @ta_to_co Link 🔼 made using ▶️ 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 about profound links of knot theory to integrable systems? Read for free the survey by M. Wadati at https:/…
RT @integrablesys: Did you know that a well-known mathematical physicist Eugene Wigner 🇺🇸🇭🇺, 1963 #NobelPrize winner, was born in 1902 #OnT…
RT @integrablesys: Did you know that a well-known mathematical physicist Eugene Wigner 🇺🇸🇭🇺, 1963 #NobelPrize winner, was born in 1902 #OnT…
RT @integrablesys: Did you know that a well-known mathematical physicist Eugene Wigner 🇺🇸🇭🇺, 1963 #NobelPrize winner, was born in 1902 #OnT…
RT @integrablesys: Did you know that a well-known mathematical physicist Eugene Wigner 🇺🇸🇭🇺, 1963 #NobelPrize winner, was born in 1902 #OnT…
RT @integrablesys: Did you know that a well-known mathematical physicist Eugene Wigner 🇺🇸🇭🇺, 1963 #NobelPrize winner, was born in 1902 #OnT…
RT @integrablesys: Did you know that a well-known mathematical physicist Eugene Wigner 🇺🇸🇭🇺, 1963 #NobelPrize winner, was born in 1902 #OnT…
Did you know that a well-known mathematical physicist Eugene Wigner 🇺🇸🇭🇺, 1963 #NobelPrize winner, was born in 1902 #OnThisDay? More at https://t.co/N215bW2CPD @SpringerMath @adhara_mathphys @emulenews @johncarlosbaez Free to read link 🔼 made using ▶️ htt
RT @integrablesys: Did you know that a well-known Italian 🇮🇹 mathematician Eugenio Beltrami was born in 1835 #OnThisDay? Read for free his…
RT @integrablesys: Did you know that a well-known Italian 🇮🇹 mathematician Eugenio Beltrami was born in 1835 #OnThisDay? Read for free his…
RT @integrablesys: Did you know that a well-known Italian 🇮🇹 mathematician Eugenio Beltrami was born in 1835 #OnThisDay? Read for free his…
RT @integrablesys: Did you know that a well-known Italian 🇮🇹 mathematician Eugenio Beltrami was born in 1835 #OnThisDay? Read for free his…
RT @integrablesys: Bilinear Formalism in Soliton Theory, a survey of the Hirota bilinear approach to #integrablesystems by J. Satsuma, is f…
RT @integrablesys: Did you know that a well-known Italian 🇮🇹 mathematician Eugenio Beltrami was born in 1835 #OnThisDay? Read for free his…
RT @integrablesys: Did you know that a well-known Italian 🇮🇹 mathematician Eugenio Beltrami was born in 1835 #OnThisDay? Read for free his…
RT @integrablesys: Did you know that a well-known Italian 🇮🇹 mathematician Eugenio Beltrami was born in 1835 #OnThisDay? Read for free his…
Did you know that a well-known Italian 🇮🇹 mathematician Eugenio Beltrami was born in 1835 #OnThisDay? Read for free his paper on constant curvature spaces https://t.co/KOLmuDmci0 @SpringerMath @emulenews @fpmaths @SignorAldo @swmccue Link 🔼 made using ▶️ h
RT @oaetc: New survey by @tonvanraan at @cwtsleiden, free to read at https://t.co/u2rtmplVBo cc @isidroaguillo @ipoga @zaidachinchilla @Won…
RT @integrablesys: Integer-Digit Functions: An Example of Math-Art Integration by Ernesto Estrada https://t.co/2SoGtrqxSJ open access @Spri…
RT @oaetc: New survey by @tonvanraan at @cwtsleiden, free to read at https://t.co/u2rtmplVBo cc @isidroaguillo @ipoga @zaidachinchilla @Won…
RT @integrablesys: Integer-Digit Functions: An Example of Math-Art Integration by Ernesto Estrada https://t.co/2SoGtrqxSJ open access @Spri…
RT @integrablesys: Integer-Digit Functions: An Example of Math-Art Integration by Ernesto Estrada https://t.co/2SoGtrqxSJ open access @Spri…
RT @integrablesys: Integer-Digit Functions: An Example of Math-Art Integration by Ernesto Estrada https://t.co/2SoGtrqxSJ open access @Spri…
RT @integrablesys: Integer-Digit Functions: An Example of Math-Art Integration by Ernesto Estrada https://t.co/2SoGtrqxSJ open access @Spri…
RT @integrablesys: Integer-Digit Functions: An Example of Math-Art Integration by Ernesto Estrada https://t.co/2SoGtrqxSJ open access @Spri…
RT @integrablesys: Integer-Digit Functions: An Example of Math-Art Integration by Ernesto Estrada https://t.co/2SoGtrqxSJ open access @Spri…
RT @integrablesys: Integer-Digit Functions: An Example of Math-Art Integration by Ernesto Estrada https://t.co/2SoGtrqxSJ open access @Spri…
Integer-Digit Functions: An Example of Math-Art Integration by Ernesto Estrada https://t.co/2SoGtrqxSJ open access @SpringerMath @chibafx @emulenews @InertialObservr @kmpetersson @maanow @republicofmath @ru_sack @tnksh @readcube link 🔼 made using HT ▶️ ht
RT @integrablesys: Bilinear Formalism in Soliton Theory, a survey of the Hirota bilinear approach to #integrablesystems by J. Satsuma, is f…
RT @integrablesys: Bilinear Formalism in Soliton Theory, a survey of the Hirota bilinear approach to #integrablesystems by J. Satsuma, is f…
RT @integrablesys: Bilinear Formalism in Soliton Theory, a survey of the Hirota bilinear approach to #integrablesystems by J. Satsuma, is f…
RT @integrablesys: Bilinear Formalism in Soliton Theory, a survey of the Hirota bilinear approach to #integrablesystems by J. Satsuma, is f…
RT @integrablesys: Bilinear Formalism in Soliton Theory, a survey of the Hirota bilinear approach to #integrablesystems by J. Satsuma, is f…
RT @integrablesys: Bilinear Formalism in Soliton Theory, a survey of the Hirota bilinear approach to #integrablesystems by J. Satsuma, is f…
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…