are all true mathematical statements provable? | famous math problems 17 | nj wildberger
Published 10 years ago • 13K plays • Length 30:48Download video MP4
Download video MP3
Similar videos
-
44:04
the most fundamental and important problem in mathematics | famous math problems 19a | nj wildberger
-
36:54
how to construct the (true) complex numbers i | famous math problems 21a | n j wildberger
-
39:32
how to develop a proper theory of infinitesimals i | famous math problems 22a | n j wildberger
-
37:40
the rational number line and irrationalities (b) | famous math problems 19b | nj wildberger
-
24:26
how to set up fractions i | famous math problems 24a | n j wildberger
-
34:00
math's fundamental flaw
-
31:18
the story of shor's algorithm, straight from the source | peter shor
-
42:58
infinity: does it exist?? a debate with james franklin and n j wildberger
-
42:03
factoring large numbers into primes | famous math problems 1 | nj wildberger
-
32:01
the remarkable dihedron algebra | famous math problems 21b | n j wildberger
-
28:13
the true algebra of complex numbers - via dihedrons! | famous math problems 21d | n j wildberger
-
33:12
the collatz conjecture (3n 1 problem) | famous math problems 2 | nj wildberger
-
18:25
logic identities via the algebra of boole | mathfoundations 276 | n j wildberger
-
1:34
a talk at the 6th mathematical transgressions meeting on the role of arithmetic | n j wildberger
-
37:30
the area of a triangle and archimedes' formula | famous math problems 16 | nj wildberger
-
20:30
algebraic calculus one free trial: may 2020 | n j wildberger
-
42:03
inconvenient truths about sqrt(2) | real numbers and limits math foundations 80 | n j wildberger
-
6:34
how to learn mathematics | wildtrig: intro to rational trigonometry | n j wildberger