RENEWAL THEOREMS WHEN FIRST OR SECOND MOMENT IS INFINITE

[1] ALJANCIC S, 1954, PUBL I MATH ACAD SCI, V7, P81

[2] ALJANCIC S, 1956, ZBORNIK RADOVA MATEM, V5, P239

[3] CHUNG KL, 1952, P AM MATH SOC, V3, P303

[4] FLUCTUATION THEORY OF RECURRENT EVENTS [J]. TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, 1949, 67 (SEP) : 98 - 119

[5] FELLER W, INTRODUCTION PROBABI, V2

[6] KNOPP K, 1943, MATH Z, V49, P219

[7] PARAMESWARAN S, 1961, T AM MATH SOC, V100, P217

[8] Smith W. L., 1953, P ROY SOC EDINB A, V64, P9

[9] SMITH WL, 1962, J ROY STAT SOC B MET, V23, P230

[10] ON CHARACTERISTIC FUNCTIONS AND RENEWAL THEORY [J]. TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, 1965, 120 (02) : 327 - &

[1] ALJANCIC S, 1954, PUBL I MATH ACAD SCI, V7, P81

[2] ALJANCIC S, 1956, ZBORNIK RADOVA MATEM, V5, P239

[3] CHUNG KL, 1952, P AM MATH SOC, V3, P303

[4] FLUCTUATION THEORY OF RECURRENT EVENTS [J]. TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, 1949, 67 (SEP) : 98 - 119

[5] FELLER W, INTRODUCTION PROBABI, V2

[6] KNOPP K, 1943, MATH Z, V49, P219

[7] PARAMESWARAN S, 1961, T AM MATH SOC, V100, P217

[8] Smith W. L., 1953, P ROY SOC EDINB A, V64, P9

[9] SMITH WL, 1962, J ROY STAT SOC B MET, V23, P230

[10] ON CHARACTERISTIC FUNCTIONS AND RENEWAL THEORY [J]. TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, 1965, 120 (02) : 327 - &