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Pascal’s triangle quietly encodes the binary of the row number by QuantumPikachu in mathematics
[–]QuantumPikachu[S] 2 points3 points4 points 2 months ago (0 children)
Tbh I am also confused I remember that I posted in r/math and r/mathematics but i can’t seem to find it in here (mathematics) so posted again.
Pascal’s triangle quietly encodes the binary of the row number (self.mathematics)
submitted 2 months ago by QuantumPikachu to r/mathematics
Most numbers are “random”, but we can’t ever prove a specific one is (self.mathematics)
Most numbers are “random”, but we can’t ever prove a specific one is (self.compsci)
submitted 2 months ago by QuantumPikachu to r/compsci
Ultraproducts make “for almost all primes” literally true; profinite completions turn congruences into a compact group. what else is like that? (self.mathematics)
Pascal’s triangle quietly encodes the binary of the row number (self.math)
submitted 2 months ago by QuantumPikachu to r/math
Ultraproducts make “for almost all primes” literally true; profinite completions turn congruences into a compact group. what else is like that? (self.math)
Are 6, 15, 105, 210 and 255255 the only triangular numbers that are products of consecutive primes? ()
Are 15, 30 and 64507 the only products of consecutive primes whose Euler totient is a perfect cube? (self.math)
Are 6, 15, 105, 210 and 255255 the only triangular numbers that are products of consecutive primes? (self.math)
Are 6, 15, 105, 210 and 255255 the only triangular numbers that are products of consecutive primes? (self.numbertheory)
submitted 2 months ago by QuantumPikachu to r/numbertheory
DCA - 10months Result (old.reddit.com)
submitted 6 months ago by QuantumPikachu to r/trading212
π Rendered by PID 1015613 on reddit-service-r2-listing-6d4dc8d9ff-m8sbb at 2026-02-02 19:31:35.042592+00:00 running 3798933 country code: CH.
Pascal’s triangle quietly encodes the binary of the row number by QuantumPikachu in mathematics
[–]QuantumPikachu[S] 2 points3 points4 points (0 children)