List of publications by

[1] Ny typ av kondensatormikrofon har omkopplingsbart riktningsdiagram. (Written in Swedish.) Radio och Television, (1960), 56–58. [2] The 1962 survey of noise and loss on toll connections. Bell Sys. Tech. J., 43, (1964), 697–718. [3] The 1963 survey of impulse noise on Bell System carrier facilities. IEEE Trans. Comm. Techn., COM–14, (1966), 520–524. (Coauthor J. H. Fennick.) [4] Some properties of power sums of truncated normal random variables. Bell Sys. Tech. J., 46, (1967), 2091–2110. [5] Some transmission characteristics of Bell System toll connections. Bell Sys. Tech. J., 47, (1968), 1001–1018. [6] The transmission performance of Bell System intertoll trunks. Bell Sys. Tech. J., 47, (1968), 1561–1613. (Coauthors C. R. Ellison and R. Holmstrom.) [7] Echo performance of toll telephone connections in the United States. Bell Sys. Tech. J., 54, (1975), 209–243. (Coauthors G. K. McNees and T. W. Thatcher.) [8] Mathematical Models of Some Parasitic Diseases Involving an Intermediate Host. Doctoral dissertation, New York University, New York, 1972. [9] A mathematical model of some helminthic infections. Comm. Pure Appl. Math., 25, (1972), 459–477. (Coauthor W. M. Hirsch.) [10] The transmission dynamics of schistosomiasis. Comm. Pure Appl. Math., 26, (1973), 395–453. (Coauthor W. M. Hirsch.) [11] Inequalities for modified Bessel functions. Math. Comp., 28, (1974), 253–256. [12] Hur snäckfebern bekämpas matematiskt. (Written in Swedish.) Svensk Naturvetenskap, 27, (1974), 149–158. [13] Schistosomiasis in a community with external infection. Proc. 8th Int. Biom. Conf., Editura Academiei Republicii Socialiste Romania, (1975), 123–131. [14] The transmission and control of schistosome infections. In Mathematical Analysis of Decision Problems in Ecology, Springer Verlag Lecture Notes in Biomathematics, 5, (1975), 271–298. (Coauthor W. M. Hirsch.) [15] A hybrid model of schistosomiasis with snail latency. Theor. Pop. Biol., 10, (1976), 47–69. [16] On eradication of schistosomiasis. Theor. Pop. Biol., 10, (1976), 133–144. [17] A mathematical model of helminthiasis with external infection. Trans. Seventh Prague Conf. and 1974 European Meet. Stat., Academia Publishing House of the Czechoslovak Academy of Sciences, (1977), 451–459. [18] On transmission and control of schistosomiasis, with comments on Macdonald’s model. Theor. Pop. Biol., 12, (1977), 335–365. [19] Schistosomiasis with concomitant immunity. Bull. Int. Stat. Inst., 47(2), (1977), 3–21. [20] When is the modified Bessel function equal to its derivative? SIAM Review, 19, (1978), 737. [21] Mating models for schistosomes. J. Math. Biol., 6, (1978), 21–35. [22] Rational bounds for ratios of modified Bessel functions. SIAM J. Math. Anal., 9(1), (1978), 1–11. [23] When is the modified Bessel function equal to its derivative? SIAM Review, 20(4), (1978), 862.