Throughput bounds are attained for random channel access multichannel code-
division multiple-access (CDMA) systems and spread slotted Aloha systems em
ploying multiuser receivers. It is shown that the normalized throughput of
these two systems reaches 1.0 exponentially fast in the region r/K < 1, whe
re r is the average number of simultaneous users in each channel in the ran
dom channel access multichannel CDMA system and the packet arrival rate in
the spread slotted Aloha system, respectively, and K is the maximum number
of users which the multiuser receiver can handle at the same time. Therefor
e, both of the random channel access multichannel CDMA system and the sprea
d slotted Aloha system employing multiuser receivers can achieve perfect th
roughput while being stable in the region r/K = 1 - delta, delta > 0, The m
aximum throughput of the random channel access multichannel CDMA systems is
found as K - root (1 - (1/M))K log K - O(log K), where M is the number of
channels in the system. The maximum throughput is reached when the average
number of simultaneous users maximum throughput of the spread slotted Aloha
systems is K - rootK log K - O(log K). The maximum throughput is reached w
hen the packet arrival of Poisson distribution has the arrival rate lambda
(m) = K - rootK log K + O(rootK/log K).