Конечные поля. Том 1 - Лидл Р.
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12] Resolution of sign ambiguities in Jacobi and Jacobsthal sums, Pacific
J. Math. 81, 71-80 (1979).
13] Unambiguous evaluations of bidecic Jacobi and Jacobsthal sums, J,
Australian Math, Soc. Ser. A 28, 235-240 (1979).
[4] Bioctic Gauss sums and sixteenth power residue difference sets, Acta
Arith. 38, 37-46 (1980).
15] Note on intersections of translates of powers in finite fields,
Hokkaido Math.
J. 9, 135-137 (1980).
[6] The 2f-th power character of 2, J. reine angew. Math, 315, 174-189
(1980). f7] Identities for products of Gauss sums over finite fields,
L'Enseignement Math.
(2) 27, 197-209 (1981).
8J Pure Gauss sums over finite fields, Mathematika 28, 239-248 (1981).
9] Rational reciprocity laws, Acta Arith. 39, 281-294 (1981).
[JO] Twenty-fourth power residue difference sets, Math. Comp, (to
appear). EVANS R. J., HILL J. R. [I] The cyclotomic numbers of order
sixteen, Math. Comp. 33, 827-835 (1979).
EVANS T. A.', MANN H. B. fl] On simple difference sets, Sankhya II", 357-
364 (1951).
FAD IN I A. fl] Un'interpretazione mediante algebre del campi finiti di
Galois di ordine pnf Rend, Accad, Sci. Fis. Mat. Napoli (4) 19, 42-44
(1952). HAIRCLOTH О. B. fl ] Summary of new results concerning the
solutions of equations in finite fields, Proc. Nat. Acad. Sci. U. S. A.
37, 619-622 (1951).
[21 On the number of solutions of some general types of equations in a
finite field, T,1 Canad. J. Math. 4, 343-351 (1952).
EAIRCLOTH о. B., VANDIVER H. S. [1] On multiplicative properties of a
generalized Jacobi-Cauchy cyclotomic sum, Proc. Nat. Acad. Sci. U. S. A.
36, 260-267 (1950).
726
Литература
¦т
№.
(2j On certain diophantine equations in rings and fields, Proc, Nat,
Acad.
U. S. A. 38, 52-57 (1952),
FANO G, {11 Sui postulati fondamentali della geometria proietiiva in uno
spafcl^ un numero qualunque di dimension!, Giorn. Mat. Battaglini 30,
106-1
(1892). %
FATEMAN R. J. UJ Polynomial multiplication, powers and asymptotic analvjf
Some comments, SIAM J. Computing 3, 196-213 (t974). ' ^
FATOU P. (1 j Sur les fondions qui admettent plusieurs theorcmcs de
multipRf lion, C. R, Acad. Sci, Paris. 173, 571 -573 (1921).
FEIT WM FINE N. J, [lj Pairs of commuting matrices over a finite
field, Di
Math. J. 27. 91-94 (1960).
FEIT W., REES E. [11 A criterion for a polynomial to factor completely
over
integers, Bull. London Math. Soc. 10, 191 - 192 (1978). 7!
FENG K. Q. [I I Pseudo-random properties of linear shift register
sequences {
nese), Acta Math. Sinica 19. 192 202 (1976).
FENG X., DAl Z. D. flj Notes on finite geometries and the construction of
PS! designs. V. Some "Anzahb theorems in orthogonal geometry over finite
Ш of characteristic 2, Sci. Sinica 13, 2005-2008 (1964). Щ
(2] Studies in finite geometries and the construction of incomplete block
dest
V. Some "Anzahb theorems in orthogonal geometry over finite fields of
racteristic 2 (Chinese), Acta Math. Sinica 15, 664-682 (1965); Chinese
Acta 7, 392-410 (1965).
FIDUCCIA С. М., ZALCSTElN Y. flj Algebras having linear multiplicative.
plexities, J. Assoc. Comput. Mach, 24, 3! 1-331 (1977). ш.
FILLMORE J. P. flj A note on split dilations defined by higher residues,
Amer, Math. Soc. 18, 171-174 (1967).
FILLMORE J. P., MARX M. L. [lj Linear recursive sequences. SIAM RevY'l
342-353 (1968). If
FINE N. J. UJ On the asymptotic distribution of the elementary
symmetric'!*?
ctions (mod p), Trans. Amer. Math. Soc. 69, 109-129 (1950).
FINE N. J., HERSTHIN I. N. [JJ The probability that a matrix be пПроЩ
Illinois J. Math, 2, 499-504 (1958), Щ
FINE N, J., NIVEN I. fl j The probability that a determinant be congruent
tl (mod m), Bull. Amer. Math. Soc, 50, 89-93 (1944). г
FISHER R, A. f 1 } The Design of Experiments, Oliver and Boyd, Edinburgh,
Iй FISHER S, D,, ALEXANDER M. N. fl j Matrices over a finite field, Amer,
Mp;
Monthly 73, 639-641 (1966). V.
FITZPATRICK G. B. [lj Synthesis of binary ring counters of given periods#
Assoc. Comput. Mach, 7, 287-297 (I960). u.
FLYE SAINTE-MARlE C. {If Reponse a la question 48, L'lntermed. Math.
107-110 (1894). Ai
FORNEY G. D,, Jr. [1 J On decoding RClI codes, IEEE Trans. Information
Th$?" IT-11, 549-557 (1965). " :.§
FORSYTH A. R. [1} Primitive roofs of prime numbers and their residues,
Mess# ger of Math. (2) 13. 169- 192 (1884).
FrALEIGH J. B. 11J A First Course in Abstract Algebra, AddisomWesley,
Read is Mass.. 1967.
FRAME J. S. [I I A short proof of quadratic reciprocity, Amer. Math.
Monthly < 818-819 (t978).
FRATTINI G. [I I Intorno ad un teorema di Lagrange, Atti Reale Accad. Lin
Rend, (.4) 1, 136- 142 (1885).
[2] Sulk- congruenze omogenee e simmetriche con un numero primo di
variabi! Periodico di Mat. 29, 49-53 (1913).
FRAY R., GILMER R. ll j On solvability by radicals of finite fields,
Math.
199, 279- 291 (1972).
FREDMAN M. L. flj Congruence formulas obtained by counting irreduei
Pacific J. Math. 35, 613-624 (1970).
