The theory of the Volterra integral equation of second kind

LDR 01280nam a22003011 4500
001 000659872
003 MiAaHDL
005 20210817000000.0
006 m d
007 cr bn ---auaua
008 880719s1930 inuac b 00010 eng
010 ‡a31027495
035 ‡a(MiU)990006598720106381
035 ‡asdr-miu.990006598720106381
035 ‡a(OCoLC)3183960
035 ‡a(CaOTULAS)160647883
035 ‡a(RLIN)MIUG86-B38106
035 ‡z(MiU)Aleph000659872
040 ‡cCCC ‡dMiU
050 0 ‡aAS36 ‡b.I4 vol. 17, no. 88-90
082 ‡a517.38
100 1 ‡aDavis, Harold T. ‡q(Harold Thayer), ‡d1892-1974.
245 0 4 ‡aThe theory of the Volterra integral equation of second kind, ‡cby Harold Thayer Davis.
260 ‡a[Bloomington, Ind., ‡c1930]
300 ‡a76 p. ‡billus. (port) diagr. ‡c23 cm.
490 0 ‡aIndiana University Studies. vol. 17, Study nos. 88, 89, 90. June, Sept., Dec., 1930
500 ‡a"Contribution no. 52, Waterman institute for scientific research, the Indiana university; presented to the Indiana section of the Mathematical association of America, May 4, 1929."
504 ‡aBibliography: p. 73.
538 ‡aMode of access: Internet.
650 0 ‡aIntegral equations
740 0 ‡aVolterra integral equation of second kind.
CID ‡a000659872
DAT 0 ‡a20061003082947.0 ‡b20210817000000.0
DAT 1 ‡a20210819090747.0 ‡b2023-11-08T18:32:46Z
CAT ‡aSDR-MIU ‡dALMA ‡lprepare.pl-004-008
FMT ‡aBK
HOL ‡0sdr-miu.990006598720106381 ‡aMiU ‡bSDR ‡cMIU ‡pmdp.39015015625448 ‡sMIU ‡1990006598720106381
974 ‡bMIU ‡cMIU ‡d20231108 ‡sgoogle ‡umdp.39015015625448 ‡y1930 ‡rpd ‡qncn