Конечные поля. Том 1 - Лидл Р.
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16] The last entrv in Gauss' diary, Proc. Nat. Acad. Sci. U. S. A, 35,
244-24ffi (1919).
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Литература
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171 The RIemann zeta and allied functions, Bull. Amer. Math. Soc. 58,
287-305
(1952).
[8J Some results in number-theory, Norske Vid. Selsk. Forh. (Trondheim)
33s 43-44 (I960).
[9] A generalization of Meyer's theorem on indefinite quadratic forms
in five or more variables, J. Indian Math. Soc. 25, 41 (1961).
flOj On the congruence = 0 (mod p), J. Indian Math. Soc. 25,
47-48
(1961).
[ll J On a formula of Jacobsthal, Norske Vid. Selsk. Forh. (Trondheim)
34, 105- 106 (1961) .
[12J Some conjectures in elementary number theory, Norske Vid. Selsk.
Forh.
(Trondheim) 35, 13 (1962).
13 j On Gaussian sums, Norske Vid. Selsk. Forh. (Trondheim) 35,
66-67 (1962).
14J On Gaussian sums, Proc. Nat. Acad. Sci. U. S. A. 48, 1127-
1128 (1962).
f 15j On a conjecture of Artin. I, П, Norske Vid. Selsk.
Forh. (Trondheim) 36,
135-138, 139-141 (1963).
[16] The Riemann Hypothesis and Hilbert's Tenth Problem, Gordon and
Breach, New York, 1965.
[ 17 J A note on the construction of finite Galois fields GF (p"), J.
Math. Anal. Appl. 15, 53-54 (1966).
[18] An algebraic proof of the law of quadratic reciprocity, Norske Vid.
Selsk. Forh. (Trondheim) 39, 59 (1966).
[19] On the class-number of the function field y% ~ f (x) over GF (p). I,
П, Norske Vid. Selsk, Forh. (Trondheim) 39, 86-88 (1966); ibid. 40, 7-10
(1967).
]20] Observation on a theorem of Stark, Norske Vtd. Selsk. Forh.
(Trondheim)
40, 34-36 (1967).
[21] On some character sums, Norske Vid. Selsk. Forh. (Trondheim) 40, 62-
66
(1967).
[22J On Kloosterman's sum, Norske Vid. Selsk. Forh. (Trondheim) 40, 70-72
(1967).
[23] On substitution polynomials (mod p), Norske Vid. Selsk. Forh.
(Trondheim)
41, 4-6 (1968).
CHOWLA S., COWLES J., COWLES M. [IJ On the number of zeros of diagonal
cubic forms, J. Number Theory 9, 502-506 (1977). t2] Congruence
properties of the number of solutions of some equations, J. reine angew.
Math. 298, 101-103 (1978).
[3] The number of zeroes of я*+ у*-\- cz3 in certain finite fields, J,
reine an-gew. Math. 299/300, 406-410 (1978).
(4] On the difference of cubes (mod p), Acta Arith. 37, 61-65 (1980).
CHOWLA S., HASSE H. [1] On a paper of Bombieri, Norske Vid. Selsk. Forh.
(Trondheim) 41, 30-33 (1968).
CHOWLA S., MANN H. B., STRAUS E. G. ?i ] Some applications of the Cauchy-
Davenport theorem, Norske Vid, Selsk. Forh. (Trondheim) 32, 74-80 (1959).
CHOWLA S., RYSER H. J. [1 ] Combinatorial problems, Canad., J. Math. 2,
93- " 99 И 950).
CHOWLA S., SHIMURA G, [I] On the representation of zero by a linear
combination of kth powers, Norske Vid. Selsk. Forh. (Trondheim) 36, 169-
176 p (1%3).
CHOWLA S., SMITH R. A. [I] On certain functional equations, Norske Vid.
r. Selsk. Forh, (Trondheim) 40, 43-47 (1967).
CHOWLA S., V1JAYARAGHAVAN T. [1] The complete factorization (mod p) of
the cydotomic polynomial of order ps- I, Proc. Nat. Acad. Sci. India r,
S"ct. A 14, 101-105 (1044).
- 10WLA S., ZASSENHAUS H. [I] Some conjectures concerning
finite fields,
ph Norske Vid. Selsk. Forh. (Trondheim) 41, 34-35 (1968).
33URCH R. [l ] Tables of Irreducible polynomials for the first
four prime moduli,
Ann. of Math. (2) 36, 198-209 (1935).
716
Литература
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C1CCHESE М. [I] Sulle cubiche di un piano di Galois, Atti Accad. Naz.
Line
Rend. CL Sci. Fis. Mat. Natur. (8) 32, 38-42 (1962).
[2] Sulle cubiche di un piano di Galois, Rend. Mat. e Appi. (5) 24,291
(1965).
[3] Sulle cubiche di un piario iineare q, con q ~ I (mod 3), Atti Accad.
Lincei Rend. CL Sci. Fis. Mat. Natur. (8) 48, 584-588 (1970).
[4] Suile cubiche di un piano iineare con a ~ I (mod 3), Rend. Mat. (6) 4
349-383 (1971).
CiPOLLA M, [I] Un metodo per la risoiuzione della congruenza di secondo
grad Rend, Accad, Sci. Fis. Mat. Napoli (3) 9, i53 -163 (1903).
[2] Formule di risoiuzione deiia congruenza binomia quadratica e
biquadratic Rend. Accad. Sci. Fis. Mat, Napoli (3) 11, 13-17
(1905). §
f3] Suite funzioni simmetriche deiie soluzioni comuni a piu congruenze
secon|t
un modulo primo, Periodico di Mat. 22, 36-41 (1907). ;
f4] Sulla risoiuzione apiristica deiie congruenze binomie secondo un
modtl primo, Math. Ann. 63, 54-61 (1907). "ж
15] Formule di risoiuzione apiristica delle equazioni di grado qualunque
In corpo fini to, Rend. Circ. Mat. Palermo 54, 199-206 (1930).
CLAASEN H. L. [1] The group of units in GF (q) [x]/(a(x)), Indag.
Math. ¦$$'
245-255 (1977).
f2] The multipiicatiotts fn GF (q) [x]i(a (x)) considered as linear
transfor tions, Linear Algebra AppL 22, 105-123 (1978), ..,4
CLAY J. R., MALONE J. J., Jr. [1] The near-rings with identities on
certa* finite groups, Math. Scand. 19, 146-i50 (1966). i-
COHEN E. [I] Sums of an even number of squares in GF \pn> x\, I,
il, Duke MatP
J. 14, 25i-267, 543 -557 (1947), 4
(2] Sums of an odd number of squares in GF[px], Duke Math. J. 15, 501-4
