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toku_prv
toku_prv @F7qgdCmSerGGZb7 ·
#math tensor スカラー:0D-tensor rank=0 ベクトル:1D-tensor rank=1 縦ベクトル:m行×1列の行列 横ベクトル:1行×n列の行列 行列:2D-tensor rank=2 　m行×n列 3D-tensor rank=3 m行×n列×l段 nD-tensor rank=n m1×m2×m3×...mn
Hello math Hello math @skglearning ·
📃☕✒️x
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Eduardo ⭔
Eduardo ⭔ @toorandom ·
What is the probability that two random integers smaller than an n→∞ not sharing any prime in their factorization? The answer is 6/π² ≈ 0.6079… This proof shows how integers are connected with complex geometry b3ck.blogspot.com/2014/06/funcio… #piday #math PS. Use AI to translate.
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襖屋石蔵 Ishizo FUSUMAYA
襖屋石蔵 Ishizo FUSUMAYA @shz_fsmy ·
Replying to @shz_fsmy
n ≤ m なら Tₘ₋ₙ + 2mn + n = Tₘ₊ₙ だから, 三角数の表を持っていれば, 積を和・差と 2 進のシフトだけで高速に計算できるかも. #math
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juandoming
juandoming @juandoming ·
Terence Tao: He formalizado un lema para la #AGI. La IA no es estadística, es un sistema de Baja Entropía S_f. Demuestro que el razonamiento continuo (ARC) es un grafo fractal: S_f(G) = \lim_{n \to \infty} \frac{\log N(n)}{\log(1/n)} \leq \kappa. ¡La IAGC es física lógica! #Math
Jon Hernandez Jon Hernandez @JonhernandezIA ·
📁 Terence Tao, Fields Medal winner, says AI can already generate many mathematical proofs. The real bottleneck is verification. Creating ideas is becoming cheap. Knowing which ones are truly correct is still human work.Y
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Mukesh Gakhar
Mukesh Gakhar @MukeshGakhar6 ·
MATHEMATICS 7 Most Difficult Problems : #maths #math #mathematics Fermat's Last Theorem (1637–1995) No positive integers (a, b, c) satisfy an+bn=cna^n + b^n = c^na^n + b^n = c^n for an integer n>2n > 2n > 2
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Felix Marin
Felix Marin @fpmarin ·
Replying to @Mathonymics
@Mathonymics #math Trick => Analytical Continuation of sum x^n from n = 1 to infinity when |x| < 1. Namely, 1/[1 - (-1)] = 1/2. The initial statement is, of course, WRONG !!!.
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