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10
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Integers
(#10)
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10.24377030416656?
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Zeros of Dirichlet L-series
(#4,3,2)
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10.73611998749340?
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Zeros of Dirichlet L-series
(#7,2,3)
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10.80658816386172?
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Zeros of Dirichlet L-series
(#8,5,3)
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10.01655042256534?
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Zeros of Dirichlet L-series
(#9,7,3)
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10.919366913981313?
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Zeros of Dirichlet L-series
(#11,3,4)
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10.45005363820224?
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Zeros of Dirichlet L-series
(#11,7,4)
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10.108337357392796?
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Zeros of Dirichlet L-series
(#11,10,4)
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10.50587485607869?
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Values of the Gamma function at rational numbers
(#1/11)
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10.00952340921334?
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Values of the Gamma function at rational numbers
(#2/21)
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10.13610185115514?
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Values of the Gamma function at rational numbers
(#22/5)
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10.70248769061425?
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Values of the Gamma function at rational numbers
(#-12/11)
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10.208355672757599?
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Values of the Gamma function at rational numbers
(#-23/21)
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10.68732706902200?
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Values of the Riemann zeta function at rational numbers
(#-37/2)
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10.58444846495081?
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Values of the Riemann zeta function at rational numbers
(#11/10)
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10.08482641708041?
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Values of the Riemann zeta function at rational numbers
(#21/19)
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10.17346813506273?
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Zeros of Bessel functions of the first kind $J_\alpha$
(#1,3)
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10.90412165942890?
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Zeros of Bessel functions of the first kind $J_\alpha$
(#3/2,3)
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10.41711854737937?
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Zeros of Bessel functions of the first kind $J_\alpha$
(#7/2,2)
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10.51283540809400?
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Zeros of Bessel functions of the first kind $J_\alpha$
(#13/2,1)
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10.222345043496417?
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Zeros of Bessel functions of the second kind $Y_\alpha$
(#0,4)
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10.02347797936004?
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Zeros of Bessel functions of the second kind $Y_\alpha$
(#2,3)
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10.597176726782032?
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Zeros of Bessel functions of the second kind $Y_\alpha$
(#5,2)
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10.99557428756428?
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Zeros of Bessel functions of the second kind $Y_\alpha$
(#1/2,4)
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10.71564737579152?
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Zeros of Bessel functions of the second kind $Y_\alpha$
(#5/2,3)
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10.529989417459217?
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Zeros of Bessel functions of the second kind $Y_\alpha$
(#17/2,1)
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10.17346813506273?
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Local extrema of Bessel functions of the first kind $J_\alpha$
(#0,4)
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10.51986087377231?
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Local extrema of Bessel functions of the first kind $J_\alpha$
(#5,2)
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10.71143397069995?
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Local extrema of Bessel functions of the first kind $J_\alpha$
(#9,1)
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10.94994364854116?
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Local extrema of Bessel functions of the first kind $J_\alpha$
(#1/2,4)
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10.66356139048201?
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Local extrema of Bessel functions of the first kind $J_\alpha$
(#5/2,3)
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10.180054255143447?
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Local extrema of Bessel functions of the first kind $J_\alpha$
(#17/2,1)
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10.12340465543662?
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Local extrema of Bessel functions of the second kind $Y_\alpha$
(#1,3)
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10.96515210524298?
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Local extrema of Bessel functions of the second kind $Y_\alpha$
(#7,1)
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10.85653060352760?
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Local extrema of Bessel functions of the second kind $Y_\alpha$
(#3/2,3)
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10.35637345659091?
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Local extrema of Bessel functions of the second kind $Y_\alpha$
(#7/2,2)
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10.39162063100188?
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Local extrema of Bessel functions of the second kind $Y_\alpha$
(#13/2,1)
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10.99557428756428?
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Rational multiples of pi
(#7/2)
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10.47197551196598?
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Rational multiples of pi
(#10/3)
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10.21017612416683?
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Rational multiples of pi
(#13/4)
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10.05309649148734?
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Rational multiples of pi
(#16/5)
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10.68141502220530?
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Rational multiples of pi
(#17/5)
|
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10.32237586179504?
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Rational multiples of pi
(#23/7)
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10.771174812307863?
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Rational multiples of pi
(#24/7)
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10.49864813493488?
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Keiper-Li coefficients
(#22)
|
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10.09995831280678?
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Values of the arithmetic-geometric mean
(#1,31)
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10.35767170909892?
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Values of the arithmetic-geometric mean
(#1,32)
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10.61415429116742?
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Values of the arithmetic-geometric mean
(#1,33)
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10.869453430598770?
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Values of the arithmetic-geometric mean
(#1,34)
|
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10.02627900405723?
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Values of the arithmetic-geometric mean
(#2,25)
|
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10.32472056339295?
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Values of the arithmetic-geometric mean
(#2,26)
|
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10.62120699612754?
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Values of the arithmetic-geometric mean
(#2,27)
|
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10.91583125167801?
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Values of the arithmetic-geometric mean
(#2,28)
|
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10.19428452104371?
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Values of the arithmetic-geometric mean
(#3,22)
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10.522067508984402?
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Values of the arithmetic-geometric mean
(#3,23)
|
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10.84726853279209?
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Values of the arithmetic-geometric mean
(#3,24)
|
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10.060754856642851?
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Values of the arithmetic-geometric mean
(#4,19)
|
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10.41603276212377?
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Values of the arithmetic-geometric mean
(#4,20)
|
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10.76792896589407?
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Values of the arithmetic-geometric mean
(#4,21)
|
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10.09012702766991?
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Values of the arithmetic-geometric mean
(#5,17)
|
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10.46920753262055?
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Values of the arithmetic-geometric mean
(#5,18)
|
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10.84411659878340?
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Values of the arithmetic-geometric mean
(#5,19)
|
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10.39028624247301?
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Values of the arithmetic-geometric mean
(#6,16)
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10.78838664594748?
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Values of the arithmetic-geometric mean
(#6,17)
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10.19753721732835?
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Values of the arithmetic-geometric mean
(#7,14)
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10.62013781043853?
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Values of the arithmetic-geometric mean
(#7,15)
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10.34846881834219?
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Values of the arithmetic-geometric mean
(#8,13)
|
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10.79049543550088?
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Values of the arithmetic-geometric mean
(#8,14)
|
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10.44608302907872?
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Values of the arithmetic-geometric mean
(#9,12)
|
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10.908134304824416?
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Values of the arithmetic-geometric mean
(#9,13)
|
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10.49404339582215?
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Values of the arithmetic-geometric mean
(#10,11)
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10.97721376252386?
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Values of the arithmetic-geometric mean
(#10,12)
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10.023669915416444?
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Complete elliptic integral of the third kind $\Pi(n,m)$
(#8/9,8/9)
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10.350912070776018?
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Complete elliptic integral of the third kind $\Pi(n,m)$
(#8/9,9/10)
|
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10.30295246527556?
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Complete elliptic integral of the third kind $\Pi(n,m)$
(#9/10,7/8)
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10.692058029590620?
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Complete elliptic integral of the third kind $\Pi(n,m)$
(#9/10,8/9)
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11
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$abc$-triples of high quality
(#1.428323,a)
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10.554035292536633?
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Regulators of elliptic curves over $\mathbb{Q}$ of rank $1$
(#441,16596153,67610032371)
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10.160349459213232?
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Special $L$-value of elliptic curves over $\mathbb{Q}$ of rank $2$
(#4806,8001,-599265)
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10.21573980662838?
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Special $L$-value of elliptic curves over $\mathbb{Q}$ of rank $2$
(#5391,-1287,-425709)
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10.24617179144742?
|
Special $L$-value of elliptic curves over $\mathbb{Q}$ of rank $2$
(#5678,433,-50921)
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10.58695751886449?
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Special $L$-value of elliptic curves over $\mathbb{Q}$ of rank $2$
(#5715,-25911,5132187)
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10.59684471738088?
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Special $L$-value of elliptic curves over $\mathbb{Q}$ of rank $2$
(#5741,249,-2349)
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10.26174114339238?
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Special $L$-value of elliptic curves over $\mathbb{Q}$ of rank $2$
(#5794,66913,-17311121)
|
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10.319601125763012?
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Special $L$-value of elliptic curves over $\mathbb{Q}$ of rank $2$
(#5834,7633,-338201)
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|
10.27089481740000?
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Special $L$-value of elliptic curves over $\mathbb{Q}$ of rank $2$
(#5862,24817,-3845321)
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10.31404428290508?
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Special $L$-value of elliptic curves over $\mathbb{Q}$ of rank $2$
(#5982,1297,-100601)
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10.26617852223285?
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Special $L$-value of elliptic curves over $\mathbb{Q}$ of rank $2$
(#6162,4417,-307169)
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10.24463017204407?
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Special $L$-value of elliptic curves over $\mathbb{Q}$ of rank $2$
(#6193,-2375,29107)
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10.25170921561049?
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Special $L$-value of elliptic curves over $\mathbb{Q}$ of rank $2$
(#6307,366745,-222096797)
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10.52461267088438?
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Special $L$-value of elliptic curves over $\mathbb{Q}$ of rank $2$
(#6334,817,-19241)
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10.53183644967465?
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Special $L$-value of elliptic curves over $\mathbb{Q}$ of rank $2$
(#6378,7057,-620729)
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10.81762449126265?
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Special $L$-value of elliptic curves over $\mathbb{Q}$ of rank $2$
(#6486,368353,-219860945)
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10.78290939622088?
|
Special $L$-value of elliptic curves over $\mathbb{Q}$ of rank $2$
(#6538,744577,-642228929)
|
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10.85046797118253?
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Special $L$-value of elliptic curves over $\mathbb{Q}$ of rank $2$
(#6566,826490497,-23760566813249)
|
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10.522405823808060?
|
Special $L$-value of elliptic curves over $\mathbb{Q}$ of rank $2$
(#6598,-1103,-67049)
|
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10.85311046392770?
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Special $L$-value of elliptic curves over $\mathbb{Q}$ of rank $2$
(#6726,124033,-43806401)
|
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10.49916722044227?
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Special $L$-value of elliptic curves over $\mathbb{Q}$ of rank $2$
(#6751,1129,-37781)
|
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10.69492043358623?
|
Special $L$-value of elliptic curves over $\mathbb{Q}$ of rank $2$
(#6766,3697,-196361)
|
|
10.59135421560168?
|
Special $L$-value of elliptic curves over $\mathbb{Q}$ of rank $2$
(#6782,25297,-4023449)
|