Fungrim entry: 950e5a

Table of

x_{n}

to 50 digits for

0 \le n \le 10

$n$	$x_{n} \; (\text{nearest } 50 \text{D})$
0	1.4616321449683623412626595423257213284681962040064
1	-0.50408300826445540925826930453330249895538518236858
2	-1.5734984731623904587782860436904346126550408591168
3	-2.6107208684441446500015377157187242079510740108735
4	-3.6352933664369010978391815669460177139484238611935
5	-4.6532377617431424417145981511482073637190694161339
6	-5.6671624415568855358494741745181554247117957876948
7	-6.6784182130734267428298558886022000992046860101508
8	-7.6877883250316260374400988918437049536838217978826
9	-8.6957641638164012664887761608046458202724380849667
10	-9.7026725400018637360844267648942153185775505998219

Definitions:

Fungrim symbol	Notation	Short description
`DigammaFunctionZero`	$x_{n}$	Zero of the digamma function

Source code for this entry:

Entry(ID("950e5a"),
    Description("Table of", DigammaFunctionZero(n), "to 50 digits for", LessEqual(0, n, 10)),
    Table(Var(n), TableValueHeadings(n, NearestDecimal(DigammaFunctionZero(n), 50)), TableSplit(1), List(Tuple(0, Decimal("1.4616321449683623412626595423257213284681962040064")), Tuple(1, Decimal("-0.50408300826445540925826930453330249895538518236858")), Tuple(2, Decimal("-1.5734984731623904587782860436904346126550408591168")), Tuple(3, Decimal("-2.6107208684441446500015377157187242079510740108735")), Tuple(4, Decimal("-3.6352933664369010978391815669460177139484238611935")), Tuple(5, Decimal("-4.6532377617431424417145981511482073637190694161339")), Tuple(6, Decimal("-5.6671624415568855358494741745181554247117957876948")), Tuple(7, Decimal("-6.6784182130734267428298558886022000992046860101508")), Tuple(8, Decimal("-7.6877883250316260374400988918437049536838217978826")), Tuple(9, Decimal("-8.6957641638164012664887761608046458202724380849667")), Tuple(10, Decimal("-9.7026725400018637360844267648942153185775505998219")))))

Fungrim entry: 950e5a

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