Lehmer (1914) lists all primes up to 100 06721.
Bressoud and Wagon (2000, pp. 103–104) supplies tables and graphs that
compare 
, and
.
Glaisher (1940) contains four tables: Table I tabulates, for all
: (a) the canonical factorization of 
into powers of primes;
(b) the Euler totient 
; (c) the divisor function
; (d) the sum 
of these divisors. Table II
lists all solutions of the equation 
for all
, where 
is defined by (27.14.2).
Table III lists all solutions of the equation
, and Table IV lists all solutions of the
equation 
for all 
. Table 24.7 of
Abramowitz and Stegun (1964) also lists the factorizations in Glaisher’s
Table I(a); Table 24.6 lists 
, and
for 
; Table 24.8 gives examples of primitive roots
of all primes 
; Table 24.9 lists all primes that are less
than 1 00000.
The partition function 
is tabulated in
Gupta (1935, 1937), Watson (1937), and
Gupta et al. (1958). Tables of the Ramanujan function 
are published in Lehmer (1943) and Watson (1949).
Lehmer (1941) gives a comprehensive account of tables in
the theory of numbers, including virtually every table published from 1918 to
1941. Those published prior to 1918 are mentioned in Dickson (1919).
The bibliography in Lehmer (1941) gives references to the places in
Dickson’s History where the older tables are cited. Lehmer (1941)
also has a section that supplies errata and corrections to all tables cited.
