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Конечные поля. Том 1 - Лидл Р.

Лидл Р., Нидеррайтер Г. Конечные поля. Том 1 — М.: Мир, 1988. — 430 c.
ISBN 5-03-000065-8
Скачать (прямая ссылка): konechniepolya1988.djvu
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SHTMURA G. [I] Introduction to the Arithmetic Theory of Automorphie Fd||
tions. Princeton Univ. Press. Princeton, N.J., 1971. [Имеется пер ШНМУРА
Г. Введение в арифметическую теорию автоморф ных 'ф|§! ций. - М.: Мнр,
1973.1 :
SHIMURA G., TANIYAMA У. 11J Gimplex Multiplication of Abelian V&r and Its
Applications to Number Theory, Math. Society of Japan, ~
1961.
SHIRATANI K* ft! On the Gauss -Hecke sums, J. Math. Soc. Japan !§¦
(1964).
SHIUE J.-S,. [1 ) A remark of a paper by Bundschuh, Tamkang J, Math, 4,3
130 (1973).
SHIUE J.-S,, HU М. H. [ t J Some remarks on the uniform distribution of a
T recurrence of the second order, Tamkang J. Math, 4, 101 -103 (I973L
SHIUE J.-S., SHEU T. L, [I] On the periodicity of linear recurrence of
order in commutative rings. Tamkang J. Math. 4, 105-407 (19? SHIVA S. G.
S., ALLARD P. E. [I [ A few useful details about a known tech)
;
Литература
775
for factoring J IEEE, Trans. Information Theory IT-16, 234-
235 (1970).
SHRIKHANDE S. S, (I) The impossibility of certain symmetrica] balanced
incomplete block design, Ann. Math. Statist. 21, f06- Г Г Г (Г950),
SIEGEL С. L. [tf Uber die anatytische Theorie der qnadratischen Formen,
Arm. of Math. (2)36, 527-606 (1935).
[2] Generalization of Waring's problem to algebraic number fields, Amer.
J. Math 66, [22-136 ([944).
t ?
j 3 j Uber das quadratische Reziprozitatsgesetz in algebraischen Zah I
korpern, Gottinger Nachr, I960, no. [. I - [6,
SILVA J. A. [I | A theorem on cyclic matrices, Duke Math. J. 18, 82[-825
([95[).
[2] Representation of arithmetic functions in GF [pn, xj with values In
an arbitrary field, Duke Math. J. 19, 31-44 (1952).
SIMMONS G. [11 On the number of irreducible polynomials of degree d over
GF(p), Amer. Math. Monthly 77, 743-745 (1970).
SIMS С. C. (J) The ro[e of algorithms in the teaching of algebra, Topics
in Algebra (M. F. Newman, ed.), Lecture Notes in Math., vol. 697, pp. 95-
107, Springer-Verlag, Berlin-Heidelberg-New York, [978.
SINGER J. (t) A theorem in finite projective geometry and some
applications to number theory, Trans. Amer. Math. Soc. 43, 377-385
(1938).
SINGH S. [[j Bounds of cubic residues in A. P., Indian J. Pure Appt.
Math, 1, 265 268 ([970).
|2j The number of decompositions of an integer as a sum of two squares in
GF (pn), [ndian J. Pure Appl. Math. 4 , 606 -6П ([973).
13] Stufc of a finite field, Fibonacci Quart. 1-2, 81-82 ([974).
J4] Analysis of each integer as sum of two cubes in a Finite integral
domain, Indian J. Pure Appl. Math. 6, 29-35 ([975).
15} Bound for the solutions of a Diophantine equation in prime Galois
fields, Indian J. Pure Appl. Math. 8, [428-[430 (J977).
161 Integer points on special hyper-elliptic curves in GF (p), [ndian J.
Pure Appl. Math. 10, 1213-[215 (1979).
SINGH S., RAJWADE A. R, [[ J The number of solutions of the congruence f
= xx a (mod p), L'Enseignement Math, (2) 20, 265-273 ([974), SINGLETON R.
C. [[) Maximum distance ^-nary codes, IEEE Trans. Information Theory IT-
10, J [6- [[8 (1964).
SINGMASTER D. (J) On polynomial functions (mod m), J. Number Theory 6,
345 352 ([974).
SKOLEM X- I[ j Zwei Satze uber kubische Kongruenzen, Norske Vid. Selsk,
Forh. [0, 89-92 ([937).
]2 j Die Anzah[ der Wurzeln der Kongruenz хл -f ax ~f- b ~ 0 (mod p) fur
die verschiedenen Paare a, b, Norske Vid. Selsk. Forh. 14, [6J- [64
([942).
131 Unlosbarkeit von Gleichungen, deren entsprechende Kongruenz fut jeden
Modul losbar ist, Avh. Norske Vid. Akad. Oslo I 1942, no. 4.
M ] The general congruence of 4th degree modulo p, p prime, Norsk Mat.
Tiilsskr, 34, 73-80 (1952).
|5J On a certain connection between the discriminant of a polynomial and
the number of its irreducible Factors (mod p), Norsk Mat. Tidsskr. 34,
8[-85 (1952).
! Remarks on proofs by cyclotomic formulas of reciprocity laws for power
residues, Math. Scand, 9, 229-242 ([96[).
SLEPIAN D. ft) A note on fw*o binary signaling alphabets, IRE Trans.
Information Theory IT-2, 84-86 ([956).
A class of binary signaling alphabets, Bell System Tech. J. 35, 203-234
(1956). [Имеется перевод: СЛЕП ЯН Д. Класс двоичных сигнальных алфавитов.
- - В кн.: Теория передачи сообщений, - М: ИЛ, [957, с. 82- ИЗ.) 63 I
Some further theory of group codes, Bell System Tech. J. 39, [2[9-[252
(I960).
776 Литература
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14.1 Key Papers in the Development of Information Theory, IEEE Press, N
York, 1974.
SLOANE N. J. A. 111 A survey of eon.sixueUve coding theory, and a table
of binary^ codes of highest known rate, Discrete Math, 3, 265-294 (1972).
fИмеется! перевод: СЛОЭН II, ДЖ., А. Обзор конструктивной теории
кодировании!
и таблица двоичных кодов е наибольшими известными скоростями, В кн,;/
Кибернетический сборник, нов, сер., вып. 10. -М.: Мир, 1973, с, 5 - -32.
j [21 Error-correct frig codes and cryptography, The Mathematical
Gardner! (D. A, Klarner, ed.), pp, 346-382, Prindle. Weber & Schmidt,
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