@article{15dd5431aed54549ab696a473e1e7349, title = "On asymptotic solutions of the renewal equation", abstract = "Consider the renewal equation in the form (*) u(t) = g(t) + ∝o t u(t - τ) f{hook}(τ) dτ, where f{hook}(t) is a probability density on [0, ∞) and limt → ∞ g(t) = g0. Asymptotic solutions of (*) are given in the case when f(t) has no expectation, i.e., ∝0 ∞ tf{hook}(t)dt = ∞. These results complement the classical theorem of Feller under the assumption that f(t) possesses finite expectation. {\textcopyright} 1976.", author = "Wong, {J. S W} and R. Wong", year = "1976", month = feb, doi = "10.1016/0022-247X(76)90108-6", language = "English", volume = "53", pages = "243--250", journal = "Journal of Mathematical Analysis and Applications", issn = "0022-247X", publisher = "ACADEMIC PRESS INC ELSEVIER SCIENCE", number = "2", }