Reply to D Laurin and P-H Carmichael

Reply to Bruno H. Repp

2The comments inthis paragraph and the parenthetical comment in the preceding paragraph were not contained in the original reviews. Note that the first lines in the formulas for m and r(x,y) should be enclosed insquare brackets. Lieberman, P. (1967). Intonation, Perception, and Language (MIT, Cambridge, MA}. Lieberman, P., Katz, W., Jongman, A., Zimmerman, R., and Miller, M. (1985). "Measures o...

Paraneter Estimation a P P H E D to Physiiological Systems

Parameter e.rt:mat~on techmq//eJ ale of ever-mcreaimg mtele~t ~u /he /lelds of medich~e and biology, as greater e/forts are currentl), being made to de~cr~be phyriological Jystema m explicit quauti/a/¢ve form. A/though some o/ the tech~a~ques o/ parameter e.~tima/ion as developed fo~ use i~a other engineering aud scleul@c problems may be carrmd over lla/o phyr:ology, # has ,aevertheles~ been ,~...

Carmichael numbers and pseudoprimes

We now establish a pleasantly simple description of Carmichael numbers, due to Korselt. First, we need the following notion. Let a and p be coprime (usually, p will be prime, but this is not essential). The order of a modulo p, denoted by ordp(a), is the smallest positive integer m such that a ≡ 1 mod p. Recall [NT4.5]: If ordp(a) = m and r is any integer such that a ≡ 1 mod p, then r is a mult...

Pseudoprimes and Carmichael Numbers

Reply from d. Graur.

Perhaps the most unscientific Each of us should keep in mind though it is he whomay discover statement in Graur’s review is the the words of Murray L. Johnsonz4, a exciting new data’. proposal that gundis Ktenodactylpioneering mammalogist interested idae) have no known extinct recent in biochemical systematics: ‘the best Franqois M. Catzeflis relatives a pessimistic remark judgement will be mad...