A 20-D table of Jacobi's nome and its inverse

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049 ‡aMAIN
086 0 ‡aD 301.69/2:69-50
088 ‡aAD 690115
088 ‡aARL 69-50
100 1 ‡aFettis, Henry E. ‡eauthor.
245 1 2 ‡aA 20-D table of Jacobi's nome and its inverse / ‡cHenry E. Fettis, James C. Caslin.
264 1 ‡aWright-Patterson Air Force Base, Ohio : ‡bAeronautical Research Laboratory, Office of Aerospace Research, United States Air Force, ‡c1969.
300 ‡a[2], iv, 30 pages : ‡btables ; ‡c28 cm.
336 ‡atext ‡btxt ‡2rdacontent
337 ‡aunmediated ‡bn ‡2rdamedia
338 ‡avolume ‡bnc ‡2rdacarrier
490 0 ‡aARL 69-50
500 ‡aResearch supported by the Aeronautical Research Laboratory, Office of Aerospace Research, United States Air Force and performed by the Applied Mathematics Research Laboratory.
500 ‡aContains a two page errata sheet.
500 ‡aDocument is chiefly tables.
500 ‡aAD0690115. (from http://www.dtic.mil).
500 ‡a"March 1969."
504 ‡aIncludes bibliographical references (page 7).
520 3 ‡aJacobi's Nome q is given to twenty decimals as a function of the modulus-squared, k squared, the modular angle arc sin k, and the complementary modulus k' for k squared : 0(.001) 999; arc sin k : 0(.10) 89 degrees (.01) 89.99 degrees (.0002) 90 degrees; k' : 0001(.0001).02. The latter table also gives values of an approximation valid in this range to the order of (k') squared, as well as the ratio of the true and approximate values and second central differences of the latter ratio. The fourth table gives k and k' as functions of q for q = 0(.001).5.
538 ‡aMode of access: Internet.
650 7 ‡aTranscendental functions. ‡2fast ‡0(OCoLC)fst01154544
650 7 ‡aJacobi operators. ‡2fast ‡0(OCoLC)fst00981028
650 7 ‡aFunctions, Meromorphic. ‡2fast ‡0(OCoLC)fst00936129
650 0 ‡aTranscendental functions.
650 0 ‡aJacobi operators.
650 0 ‡aFunctions, Meromorphic ‡xTables.
655 7 ‡aTables. ‡2fast ‡0(OCoLC)fst01423914
700 1 ‡aCaslin, James C., ‡eauthor.
710 2 ‡aAerospace Research Laboratories (U.S.), ‡eissuing body.
730 0 ‡aTechnical Report Archive & Image Library (TRAIL)
899 ‡a39015095147982
CID ‡a102326382
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