Kumirira

Zviri nyore kuisa uye kubvisa zvinyorwa. Zviri nyore kuisa uye kubvisa zvinyorwa. Zviri nyore kuisa uye kubvisa zvinyorwa. Zviri nyore kuisa uye kubvisa zvinyorwa.

iri kushanda ikozvino

Kumirira

0 ms

to clear the queue

Kuisa

Kushanda

Iine simba. A basa rakaendeswa ikozvino inotanga zvakananga.

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Hapana chinomirira.

The fast lane, uye izvo hazvisi

One Lean basa rinofamba panguva imwe (Mathlib ndiro ndangariro-kudyarara uye iyi box inoshandiswa), saka kana vanhu vakawanda kutumira panguva imwe chete, pane bhokisi.

Yese account ine mari yakarerwa inobva yapiwa pakutanga. Izvi ndizvo zvese zvinoitwa; hapana chinhu chisingaenzaniswi chinotengeswa. A free run hachigoni kuvharwa, kuvharwa kana kuderera nechimwe chinhu (kana kuti kukwira), uye ichiri kushanda, mumamiriro ezvinhu, munzira yemahara.

Chikonzero chinoita kuti zviite izvi ndechekuti vanhu vanopa mari yekushandisa muchina unobhadhara mari yezvikwereti izvo vanhu vese vanowana pasina chinhu. Kusvikira pakupera kwemutsara, chinhu chete chinotengesa chigadzirwa chinotengeswa, uye chigadzirwa chinotengeswa pasina chinhu.

Kuwedzera mari kuti uenderere mberi Kuongorora kwako

Yakapera

Tool	Chikamu	Took	Ku
`python`	run	3.8 s	Au's Conjecture 3.4(a) holds: $\sum_N\dim V_N(S_1)\,t^N=\frac{1}{(1-t)^3(1-t^2)^2}-\frac{t^2}{1-t}$ for the Example II WZ seed
`python`	run	1.3 s	Au's Conjecture 3.4(a) holds: $\sum_N\dim V_N(S_1)\,t^N=\frac{1}{(1-t)^3(1-t^2)^2}-\frac{t^2}{1-t}$ for the Example II WZ seed
`python`	run	23.3 s	A very-well-poised 7F6 equal to 9Γ(1/3)⁹/64π⁶, via an absolutely convergent Mellin bridge
`python`	run	83 ms	A very-well-poised 7F6 equal to 9Γ(1/3)⁹/64π⁶, via an absolutely convergent Mellin bridge
`pari`	run	524 ms	A very-well-poised 7F6 equal to 9Γ(1/3)⁹/64π⁶, via an absolutely convergent Mellin bridge
`pari`	run	135 ms	$\int_0^1\kappa(x)^2[x(1-x)]^{-2/3}\,dx=\frac{5\sqrt3\,\Gamma(1/3)^9}{2^{11/3}\pi^5}$ , via the CM newform $\eta(3\tau)^8$
`lean`	∎ yakanyatsoongororwa	9.2 s	a comment
`lean`	∎ yakanyatsoongororwa	15.9 s	a comment
`python`	run	28 ms	a comment
`lean`	yakapihwa	18.9 s	Wrong proof test: 1 + 1 = 3
`lean`	∎ yakanyatsoongororwa	30.1 s	Simple verification test: 1 + 1 = 2
`lean`	∎ yakanyatsoongororwa	8.4 s	A simple proof, hope it works

Nzira yakareba sei imwe checker inotora here

Yakaenzaniswa neiyo box's last 20 runs of each tool, not estimated.

Tool	Typical
`lean`	13.7 s
`sage`	15.0 s
`pari`	329 ms
`smt`	22.5 s
`python`	3.2 s
`oeis`	7.5 s
`plot`	15.0 s

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The fast lane, uye izvo hazvisi

Yakapera

Nzira yakareba sei imwe checker inotora here

Kuungana musangano.

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