TheophileSinclair

[TheophileSinclair @TheophileSinc]

@R_Strepparava @AnalysisFact Want to know something even weirder? There are dense open subsets of arbitrarily small Lebesgue measure (total length)

[TheophileSinclair @TheophileSinc]

@EdMouldyBellend @prestigeclipn His biceps insertions are so bad. It’s joever for him

[TheophileSinclair @TheophileSinc]

@nilslidhjortuio @Anthony_Bonato It’s ok to be retarded and uneducated but you don’t have to show it off m, y’know

[TheophileSinclair @TheophileSinc]

@asimeqi @mathelirium What ? Continuity is an essential property of polynomials. It’s just that you can bypass these convoluted methods entirely by showing that continuity is preserverd by algebraic operations

[TheophileSinclair @TheophileSinc]

@BraneRunner @mathelirium Yeah honestly doing that once or twice for functions just a bit more complicated than monomials can be indtructive, but more than that is a waste of time

[TheophileSinclair @TheophileSinc]

@aapakari @Math_files It’s just as hard to come up with great definitions as it is to prove theorems. Taste for definitions is part of why Grothendieck is considered a greater mathematician than, say, Erdös, despite the latter being renowned as a great problem-solver and proof-provider

[TheophileSinclair @TheophileSinc]

@Dys_hay @SakumiBLR Tweet généré par IA

[TheophileSinclair @TheophileSinc]

@abuelacabreada_ @statvora Inferiority complex

[TheophileSinclair @TheophileSinc]

@MohamadHM3lem @MoonfinXoXo @statvora France has existed in a somexhat united form for about 1000 years. It’s much older than most countries, only a few countries like China, Japan and Iran are arguably older as continuous states

[TheophileSinclair @TheophileSinc]

@dzackgarza What do your custom instructions look like?

[TheophileSinclair @TheophileSinc]

@GilGandel @DanielBenjamin8 @LongFormMath In a completely different setting, and with another well-defined meaning of « infinity », the Riemann rearrangement theorem basically shows that infinity-infinity can be equal to whatever you want. So it’s not well-defined.

[TheophileSinclair @TheophileSinc]

@GilGandel @DanielBenjamin8 @LongFormMath And you have an infinity left, but that doesn’t prove infinity-infinity always equals infinity. Even simpler: take the natural numbers. Take away all of the natural numbers. You’re left with the empty set which has cardinality zero (finite).

[TheophileSinclair @TheophileSinc]

@GilGandel @DanielBenjamin8 @LongFormMath So even in the set-theoretic sense of infinity, the naive « infinity-infinity » isn’t well defined. But there’s another sense in which this fails.

[TheophileSinclair @TheophileSinc]

@dzackgarza Link to chat?

[TheophileSinclair @TheophileSinc]

@TWeverberghe @PortoMaltex Chauve, de gauche, et très intelligent jusqu’à l’excentricité

[TheophileSinclair @TheophileSinc]

@TaktikalMadhaus @Keanuthec4t @Vertigo_Politix You’re just a beta male with 0 confidence or not actually 120 iq. Or spiky profile with low processing speed

[TheophileSinclair @TheophileSinc]

@TaktikalMadhaus @Vertigo_Politix LMFAO. The average in Oxbridge maybe. You haven’t seen the English white trash

[TheophileSinclair @TheophileSinc]

@lewinskylou2 @Math_files No

[TheophileSinclair @TheophileSinc]

@grok @CelestinEiffel @Math_files Do experts think radically new methods will be needed to get the bound down to 2?

[TheophileSinclair @TheophileSinc]

@2oovy @johnald42 It’s trivial when you’ve seen this idea a thousand times (coercive function like in the fundamental theorem of algebra), but it’s not THAT trivial for a complete beginner in topology.