Конечные поля. Том 1 - Лидл Р.
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Processing, Prentice-Hall, Englewood Cliffs, N. J., 1979.
MCCLUSKEY E. J. [1 ] Introduction to the Theory of Switching Circuits,
McGraw-Hill, New York, 1965.
MCCOiNNEL R. [1 ] Pseudo-ordered polynomials over a finite field, Acta
Arith. 8, 127-151 (1963).
12] Function over finite fields preserving m-th powers, Duke Math. J. 36,
465- 472 (1969).
f3] Functions over finite fields satisfying coordinate ^-conditions, Duke
Math. J. 39, 297-312 (1972).
MCCRIMMON K- fl] A note on finite division rings, Proc. Amer. Math. Soc.
23, 598-600 (1969).
MCDONALD B. R. [1] Finite Rings with Identity, Dekker, New York, 1974.
MCEL1ECE R. J. [I] A generalization of difference sets, Canad. J. Math.
19, 206-211 (1967).
12] Factorization of polynomials over finite fiefds, Math. Comp. 23 ,
861-867 (1969>'
f'U Table of polynomials of period e over GF (p)} Math. Comp. 23,
microfiche suppl. Cl-C6 (1969).
21 38K 243
754 Литература
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3 - ill
. FpV.
У&\
' '' S-Йвй
14] On periodic sequences from GF (g), .1, Combinatorial Theorv Ser,. A
10
80-9 i (1971). ' ;й
[5] Irreducible cyclic codes and Gauss sums, Combinatorics (M. Hall,
Jr^If and, J. M. van Lint, eds.), pp. 185-202, ReideL Dordrecht-Boston,
197^;!'
(6] The Theory of Information and Coding, Encyclopedia of Math, and
Appl., vol. 3, Addison-Wesley, Reading, Mass., 1977. '"^ff
17] Correlation properties of sets of sequences derived from
irreducible cyclic codes, Information and Control 45, 18-25 (1980),
MCELIECE R. J,, RUMSEY H. [1] Euler products, cyciotomy, and J. Number
Theory 4, 302-311 (1972),
MCELIECE R. J., SHEARER J, B. fl] A property of Euclid's algorithm andyl
an application to Pade approximation, SIAM J, Appl, Math. 34, 611-61?
(1978).
MCGETTRICK A. D, [1 ] A result in the theory of Weierstrass elliptic
funeti ons, Proc. London Math. Soc. (3) 25, 41-54 (1972),
[2] On the biquadratic Gauss sum, Proc. Cambridge Philos. Soc. 71, 79
(1972).
MCLAIN К. E., EDGAR H, M. fl] A note on Golomb's "Cyclotomic poly^ й
normals and factorization theorems", Amer, Math. Monthly 88 , 753
(I98I),;^S
MEIJER H, G., DIJKSMA A, [I] On uniform distribution of sequences
iii; Ш
GF [g, x] and GF {g, x), Duke Math. J. 37. 507-514 (1970). MENDELSOHN N.
S. [I] Congruence relationship for integral recurrencesуЩ Canad. Math.
Bull. 5, 281-284 (1962). r
[2] Algebraic construction of combinatorial designs, Congr. Numer. 13.
157^
168 (1975). "
MENON P. К. [1] On Gauss's sum, J. Indian Math, Soc, 16, 31-36 (195Й^щ
[2] On certain sums connected with Galois fields and their applications
to dffllff ference .sets, Math. Ann. 154, 341-364 (1964). " ^
METROPOLIS N., N3COLETT1 G,, ROTA G. C. fl] A new class of
functions, .Mathematical Analysis and Applications (L, Nachbin, ed.),
vances in Math. Suppl. Studies, vol. 7B, pp. 563-575, Academic Presipl
New York, 1981. Щ
. . Is ? 'vi"_.
% * * 9 •
METSANKYLA R, [11 On ?th power coset representatives mod p, Ann, АеайЩ
Sci. Fenn, Ser. A 1 557 (1973). " 7Щ|в
* ". • ,5.!
MEYER K, 11J Aquivalenz von quadratischen Formen uber endlichen КорЩ
pern, Abh, Math. Seni. Univ. Hamburg 37, 79-85 (1972). _.йШЙ
MICHELSON A. M, П] Computer implementation of decoders for several codes,
Proc. Symp. on Computer Processing in Communications (Pol,
nic Inst, of Brooklyn. New York, 1969), pp. 401-413, Polytechnic
Presfej|
Brooklyn, N. Y., 1969. ,;M|
MIGNOSI G. (1] Risoluzione apiristica della equazione generate cubica in
corpo numerico finito, Rend, Circ, Mat, Palermo 53, 411-427 (1929).
12i Sulla risoluzione apiristica delle equazioni algebriche in un corpo
numerical! finito, Rend. Accad. Sci. Fis, Mat. Napoli (3) 35. 218-233
(1930). ^J|
[3] Eiiminazione nei sistemi di equazioni algebriche in un corpo finito,
Scritti Щ rnafematici off erf i a Luigi Berzoiari, pp. 249-260, Istituto
mafematiCP:g| della University, Pavia, 1936.
[4] Risoluzione apiristica dei sitemi di equazioni algebriche nei corpi
fintti| Atti Accad. Naz. Lincei Rend. CL Sci. Fis. Mat. Natur. (8) 2,
250-257: щ
vLwfjt
(51 Estensione ai corpi finiti di una formula di Rados, Atti Accad. Naz.
Lrtf? Ш cei Rend. Cl. Sci. Fis. Mat, Natur. (8) 7 . 216-219 (1949). ,Щ
(6] Ancora sopra una estensione ai corpi finiti di una formula di
Rados,
Accad. Naz. Lincei Rend. CL Sci. Fis. Mat. Natur. (8) 7 , 284-289 (ШЩйМ
[71 Sulla enumerazione delle radici della piu generate equazione
algebrica un corpo finito, Convegno Reticoii e Geometric Proietfive
(Palermo .sina, 1957), pp. 99-108, Ediziorsi Cremonese, Rome, 1958.
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755
MIGNOTTE М. [J] Suites recurrentes lineaires, Sem. Delange-Pjsot-Poitou
1973/74, Theorie des Nombres, Exp, G14, Secretariat Math., Paris, 1975.
[2.1 Un algorithme sur la d6composition des polynomes dans un corps
fini,C, R. Acad. Sci. Paris S6r. A 280, 137-139 (1975).
[3] Factorization des polyndmes sur un corps fini, Asterisque, no, 38-39,
