RT @NatureNews: The bicycle problem that nearly broke mathematics: https://t.co/C56kOivbXc 🚲 https://t.co/6v88SqTUwP
RT @NatureNews: The bicycle problem that nearly broke mathematics: https://t.co/C56kOivbXc 🚲 https://t.co/6v88SqTUwP
RT @NatureNews: The bicycle problem that nearly broke mathematics: https://t.co/C56kOivbXc 🚲 https://t.co/6v88SqTUwP
RT @NatureNews: The bicycle problem that nearly broke mathematics: https://t.co/C56kOivbXc 🚲 https://t.co/6v88SqTUwP
RT @NatureNews: The bicycle problem that nearly broke mathematics: https://t.co/C56kOivbXc 🚲 https://t.co/6v88SqTUwP
RT @NatureNews: The bicycle problem that nearly broke mathematics: https://t.co/C56kOivbXc 🚲 https://t.co/6v88SqTUwP
RT @NatureNews: The bicycle problem that nearly broke mathematics: https://t.co/C56kOivbXc 🚲 https://t.co/6v88SqTUwP
RT @NatureNews: The bicycle problem that nearly broke mathematics: https://t.co/C56kOivbXc 🚲 https://t.co/6v88SqTUwP
RT @NatureNews: The bicycle problem that nearly broke mathematics: https://t.co/C56kOivbXc 🚲 https://t.co/6v88SqTUwP
RT @NatureNews: The bicycle problem that nearly broke mathematics: https://t.co/C56kOivbXc 🚲 https://t.co/6v88SqTUwP
@Pablo_RomanGcia the science of bicycles @NatureNews https://t.co/JixLNv6N99
what a story for analyzing a simple bicycle ride as it seems. https://t.co/HEwEhw3ZO2
RT @NatureNews: The bicycle problem that nearly broke mathematics: https://t.co/C56kOivbXc 🚲 https://t.co/6v88SqTUwP
RT @NatureNews: The bicycle problem that nearly broke mathematics: https://t.co/C56kOivbXc 🚲 https://t.co/6v88SqTUwP
RT @NatureNews: The bicycle problem that nearly broke mathematics: https://t.co/C56kOivbXc 🚲 https://t.co/6v88SqTUwP
True story about overcoming obstacles in life. Feel inspired by .@NatureNews article on .@Northeastern prof & @MIT_alumni Jim Papadopoulos https://t.co/r4zADjAC3Y
RT @NatureNews: The bicycle problem that nearly broke mathematics: https://t.co/C56kOivbXc 🚲 https://t.co/6v88SqTUwP
As fascinating as the science itself is the human story-successful careers in science can (perhaps should?) be non linear. https://t.co/vUBgsBCc2L
RT @NatureNews: The bicycle problem that nearly broke mathematics: https://t.co/C56kOivbXc 🚲 https://t.co/6v88SqTUwP
Bicycles and how they balance. https://t.co/lKB6Yo3g63
RT @NatureNews: The bicycle problem that nearly broke mathematics: https://t.co/C56kOivbXc 🚲 https://t.co/6v88SqTUwP
This makes me realise I've been wasting my life... https://t.co/CqwhVfCWqh
RT @NatureNews: The bicycle problem that nearly broke mathematics: https://t.co/C56kOivbXc 🚲 https://t.co/6v88SqTUwP
The bicycle problem that nearly broke mathematics : Nature News & Comment https://t.co/N6BtJKYcYn via @NatureNews
Math - as easy as riding a bike :P https://t.co/N94b6lIuwd
RT @NatureNews: The bicycle problem that nearly broke mathematics: https://t.co/C56kOivbXc 🚲 https://t.co/6v88SqTUwP
RT @NatureNews: The bicycle problem that nearly broke mathematics: https://t.co/C56kOivbXc 🚲 https://t.co/6v88SqTUwP
Countersteering, mathematics and Upstate NY. Thus article has it all. https://t.co/UUYqnTBhsK
RT @NatureNews: The bicycle problem that nearly broke mathematics: https://t.co/C56kOivbXc 🚲 https://t.co/6v88SqTUwP
The bicycle problem that nearly broke mathematics: https://t.co/C56kOivbXc 🚲 https://t.co/6v88SqTUwP
#ScienceFriday: The evolving story of a man determined to find out why a moving bicycle can keep itself upright: https://t.co/PPjrgLNyNg
#ScienceFriday: The evolving story of a man determined to find out why a moving bicycle can keep itself upright: https://t.co/6cTcjMRsb8
Gyroscopic effect, caster, trail: what makes a bicycle stable, and how to turn the conventional design upside down. https://t.co/htfuEKCqVV
RT @sieverts: The bicycle problem that nearly broke mathematics https://t.co/0IKdnELRM6
The bicycle problem that nearly broke mathematics https://t.co/0IKdnELRM6
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
RT @hjarche: " Trail could be useful. Gyroscopic effects could be useful. Centre of mass could be useful. " ... https://t.co/KzJy4laOqX
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
" Trail could be useful. Gyroscopic effects could be useful. Centre of mass could be useful. " ... https://t.co/KzJy4laOqX
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
The bicycle problem that nearly broke mathematics https://t.co/sremE6OUfj
V interesting. Jim Papadopoulos joined @BBCRadio4 Material World studio, before it was displaced by Inside Science, https://t.co/ZFwJmiD6ph https://t.co/GYDutI1suY
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
RT @stevenstrogatz: @Stephen_Curry @rmathematicus @philipcball For the latest and best on the mystery of bike stability, see the work by Pa…
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
RT @Stephen_Curry: Perplexing and fascinating… https://t.co/tzGAp2FplA
RT @Stephen_Curry: Perplexing and fascinating… https://t.co/tzGAp2FplA
Perplexing and fascinating… https://t.co/tzGAp2FplA
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
RT @stevenstrogatz: @Stephen_Curry @rmathematicus @philipcball For the latest and best on the mystery of bike stability, see the work by Pa…
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
I've always wondered what prevented me from falling when riding a bike. Such a cool read! https://t.co/gvCJURWRA8
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
RT @fbarradass: Un profe nunca puede dejar de estudiar: ¡cuidado con las explicaciones tradicionales de la estabilidad de una bici! https:/…
Something to ponder https://t.co/p8iZEZ04EK
Un profe nunca puede dejar de estudiar: ¡cuidado con las explicaciones tradicionales de la estabilidad de una bici! https://t.co/UX9UVX3g2A
The bicycle problem that nearly broke mathematics : Nature News & Comment https://t.co/LzML9QUfZc via @NatureNews
RT @stevenstrogatz: @Stephen_Curry @rmathematicus @philipcball For the latest and best on the mystery of bike stability, see the work by Pa…
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
From 2016, but worth reading again. https://t.co/G7FxD17oqE
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
Why are bicycles stable? The answer is turning out to be more subtle than previously thought.https://t.co/NqWeHRcuyo via @NatureNews
RT @stevenstrogatz: @Stephen_Curry @rmathematicus @philipcball For the latest and best on the mystery of bike stability, see the work by Pa…
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
“Once you have a robot bicycle, you can do a lot of crazy experiments.” https://t.co/xieWQRJktr https://t.co/HPCFFDIXpu
RT @stevenstrogatz: Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
"Jim Papadopoulos has spent a lifetime pondering the maths of bikes in motion." https://t.co/0sR9GqoS8y
RT @stevenstrogatz: @Stephen_Curry @rmathematicus @philipcball For the latest and best on the mystery of bike stability, see the work by Pa…
Why are bicycles stable? The answer is turning out to be more subtle than previously thought. https://t.co/bt8RTYFknf
@Stephen_Curry @rmathematicus @philipcball For the latest and best on the mystery of bike stability, see the work by Papadopoulos and Ruina https://t.co/bt8RTYFknf
RT @iMath_Tutor: The surprisingly difficult problem of why bicycles are stable. #mathematics #physics https://t.co/oKXEw9Lu4Z https://t.c…
RT @Velotastic: Ever wondered how a bike stays upright...... https://t.co/pzBmQUouIw
@rscycles interesting... https://t.co/IdLKODNrEq
Ever wondered how a bike stays upright...... https://t.co/pzBmQUouIw
The bicycle problem that nearly broke mathematics https://t.co/thcHcqhkfK
The bicycle problem that nearly broke mathematics https://t.co/Z170WMEmQ5
The bicycle problem that nearly broke mathematics : Nature News & Comment https://t.co/UiSJAhxNz2 via @NatureNews
Why can you ghost ride a bike? A problem that nearly broke #Math. https://t.co/ruBW8bVccK #Saturday #NatureMag #BikeCR #Science
قضى جيم بابادوبولوس عمرًا وهو يتأمل حركة الدرّاجات.. حتى اكتسب عمله ذات يوم زخمًا جديدًا. https://t.co/CWJH2HSe11
The bicycle problem that nearly broke mathematics : Nature News & Comment https://t.co/2zGZuZVWKO via @NatureNews