#wordproblem β Public Fediverse posts
Live and recent posts from across the Fediverse tagged #wordproblem, aggregated by home.social.
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π Welcome to "Slava's Monoid Zoo," where Swift compilers meet mathematical mundanity in a carnival of confusion. πͺπ€‘ Prepare for a thrilling ride through the wilds of finitely-presented monoids as we attempt to solve the word problem, one mind-numbing step at a time. Spoiler alert: it's just like algebra class, but worse! π’π΅
https://factorcode.org/slava/monoids.html #SlavasMonoidZoo #SwiftCompilers #MathFun #CarnivalOfConfusion #WordProblem #HackerNews #ngated -
π Welcome to "Slava's Monoid Zoo," where Swift compilers meet mathematical mundanity in a carnival of confusion. πͺπ€‘ Prepare for a thrilling ride through the wilds of finitely-presented monoids as we attempt to solve the word problem, one mind-numbing step at a time. Spoiler alert: it's just like algebra class, but worse! π’π΅
https://factorcode.org/slava/monoids.html #SlavasMonoidZoo #SwiftCompilers #MathFun #CarnivalOfConfusion #WordProblem #HackerNews #ngated -
π Welcome to "Slava's Monoid Zoo," where Swift compilers meet mathematical mundanity in a carnival of confusion. πͺπ€‘ Prepare for a thrilling ride through the wilds of finitely-presented monoids as we attempt to solve the word problem, one mind-numbing step at a time. Spoiler alert: it's just like algebra class, but worse! π’π΅
https://factorcode.org/slava/monoids.html #SlavasMonoidZoo #SwiftCompilers #MathFun #CarnivalOfConfusion #WordProblem #HackerNews #ngated -
π Welcome to "Slava's Monoid Zoo," where Swift compilers meet mathematical mundanity in a carnival of confusion. πͺπ€‘ Prepare for a thrilling ride through the wilds of finitely-presented monoids as we attempt to solve the word problem, one mind-numbing step at a time. Spoiler alert: it's just like algebra class, but worse! π’π΅
https://factorcode.org/slava/monoids.html #SlavasMonoidZoo #SwiftCompilers #MathFun #CarnivalOfConfusion #WordProblem #HackerNews #ngated -
π Welcome to "Slava's Monoid Zoo," where Swift compilers meet mathematical mundanity in a carnival of confusion. πͺπ€‘ Prepare for a thrilling ride through the wilds of finitely-presented monoids as we attempt to solve the word problem, one mind-numbing step at a time. Spoiler alert: it's just like algebra class, but worse! π’π΅
https://factorcode.org/slava/monoids.html #SlavasMonoidZoo #SwiftCompilers #MathFun #CarnivalOfConfusion #WordProblem #HackerNews #ngated -
You're on a train that travels 65 miles and then stops in a city. At the stop there is a pale man with long black hair wearing a business suit on the platform; he is waving at you through the window. He smiles warmly at you which reveals the amount of teeth he has. He has too many teeth. The opposite train passes by quickly as it is not in service. When you look where the man was standing, he is gone. Your train then travels at a speed of 95 miles per hour before reaching its last stop. The man is waiting for you on the platform, still waving and smiling. Enter a linear model which represents the total distance traveled, d, by the train, as a function of t, the number of hours after leaving the city.
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You're on a train that travels 65 miles and then stops in a city. At the stop there is a pale man with long black hair wearing a business suit on the platform; he is waving at you through the window. He smiles warmly at you which reveals the amount of teeth he has. He has too many teeth. The opposite train passes by quickly as it is not in service. When you look where the man was standing, he is gone. Your train then travels at a speed of 95 miles per hour before reaching its last stop. The man is waiting for you on the platform, still waving and smiling. Enter a linear model which represents the total distance traveled, d, by the train, as a function of t, the number of hours after leaving the city.
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You're on a train that travels 65 miles and then stops in a city. At the stop there is a pale man with long black hair wearing a business suit on the platform; he is waving at you through the window. He smiles warmly at you which reveals the amount of teeth he has. He has too many teeth. The opposite train passes by quickly as it is not in service. When you look where the man was standing, he is gone. Your train then travels at a speed of 95 miles per hour before reaching its last stop. The man is waiting for you on the platform, still waving and smiling. Enter a linear model which represents the total distance traveled, d, by the train, as a function of t, the number of hours after leaving the city.