Научная литература
booksshare.net -> Добавить материал -> Физика -> Лидл Р. -> "Конечные поля. Том 1" -> 308

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
Предыдущая << 1 .. 302 303 304 305 306 307 < 308 > 309 310 311 312 313 314 .. 371 >> Следующая

1973.
щ
"" )!•
. *.. .x* .
/ \л
,*l
• :.f4
Литература
721
DICKEY L. J., KA[R[ES H.-H., SHANK H. S. (1J Analogs of Bernoulli
polynomials in fields Zp, Aequationes Math. 14, 401-404 (1976).
DICKSON L. E. [1] Analytic functions suitable to represent substitutions,
Amer. J. Math. 18, 210-218 (1896).
[2] The analytic representation of substitutions on a power of a prime
number of letters with a discussion of the linear group, Ann. of Math.
II, 65-120, 161-183 (1897).
i3j Higher irreducible congruences, Bull. Amer. Math. Soc. 3, 381-389
(1897).
[4] Determination of the structure of all linear homogeneous groups in
a Galois field which are defined by a quadratic invariant, Amer. J. Math.
21, 193- 256 (1899).
151 Certain subgroups of lhe Belli-Malhieu group, Amer. J, Math. 22, 49-
54 (1900).
161 Proof of the existence of the Galois field of order pr for every
integer r and prime number p, Bull. Amer. Math. Soc. 6 , 203-204 (1900)."
17] Linear Groups with an Exposition of the Galois Field Theory,
Teubner, Leipzig, 1901; Dover, New York, 1958.
181 On finite algebras, Gottinger Nadir. 1905 . 358-393.
19] Criteria for the irreducibilitv of functions in a finite fibid, Bull.
Amer. Math.
Soc. 13, 1-8 (1906).
1 Ю] On the theory of equations in a modular field. Bull. Amer. Math.
Soc. 13, 8-10 (1906).
Ill] On quadratic, hermitian and bilinear forms. Trans. Amer. Math. Soc.
7, 275-292 (1906).
[12] Invariants of binary forms under modular transformations,
Trans. Amer.
Math. Soc. 8, 205-232 (1907).
113] Invariants of the general quadratic form modulo 2. Proc. London
Math. Soc.
(2) 5, 301-324 (1907).
[14] On the iast theorem of Fermat, Messenger of Math. (2) 38, 14-32
(1908).
[15] On the canonical forms and automorphs of ternary cubic forms,
Amer. J.
Math. 30, 117-128 (1908).
[16] On tripie algebras and ternary cubie forms, Bull. Amer. Math. Soc.
14, 160 -169 (1908).
[17] On the congruence xn -f yn -f zn 0 (mod p), Amer. Math. Monthly 15,
217-222 (1908).
[18] [nvariantive reduction of quadratic forms in the GF|2flj. Amer. J.
Math. 30, 263-281 (1908).
[19] On higher congruences and modular invariants, Bull. Amer. Math. Soc.
14,
313-3i8 (1908).
S20] On famil ies of quadratic forms in a general field, QuarL J. Pure
Appl. Math. 39. 316-333 (1908).
[21] On the last theorem of Fermat. 11, Quart. J. Pure Appl. Math. 40,
27-45
(1908).
I О Л ] "
1"] Rational reduction of a pair of binary quadratic forms; their modular
invariants, Amer. J. Math. 31, 103-146 (1909).
123] Definite forms in a finite field, Trans. Amer. Math. Soc. 10,
{09-122
(1909).
124] General theory of modular invariants, Trans. Amer. Math. Soc. 10,
123-158
(1909).
[25] On the congruence xn -p yn tn = 0 (mod p), J. reine angew. Math.
135.
134-141 (1909).
126] Lower limit for the number of sets of solutions of xe -f
y€ -f- ze ~ 0 (mod p),
J. reine angew. Math. 135, 181-188 (1909).
"оj ^ theory of invariants, Amer. J. Math. 31, 337-354 (1909).
[28] On the representation of numbers by modular forms, Bull. Amer.
Math. Soc. 15, 338-347 (1909).
[2 Зак. 243
ш
722
tf5
Литература
'¦Ш
1291 Ап mvariantive investigation of irreducible binary modular forms,
Trap Amer. Math, Soc. 12, I -18 (1911)
[30} A fundamental system of invariants of the general modular linear
group a solution of the form problem, Trans, Amer. Math. Soc. 12. 75-98
[31] Note on cubic equations and congruences, Ann. of Math. (2) 12, 149 -
152
[32] On non-vanishing forms, Quart. J, Pure Appl. Math. 42, 162-171
[33] Congruendai theory of functions of several variables, Bulb Amer.
Mg|j Soc. 17, 293-294 (1911).
[34] Proof of the finiteness of modular covariants, Trans. Amer, Math.
Soc, | 299-310 (1913). ;
(351 Qn Invariants and the Theory of Numbers, American Math Society, Nj
York, 1914.
[36] The invariants, seminvariants and linear covariants of the binary
form modulo 2, Ann. of Math. (2) 15, 114-117 (1914).
137] Modular invariants of the system of a binary cubic, quadratic and H
form, Quart, J. Pure Appl. Math, 45, 373-384 (1914).
[38] Recent progress in the theories of modular and formal invariants and
in dular geometry, Proc. Nat. Acnd, Sci, U. S. A. 1, 1- 4 (1915).
139j Projective classification of cubic surfaces modulo 2, Ann, of Math.
(2) 139-157 (1915).
(40] History of the theory of Numbers, vol. 1, Carnegie Institute,
Washing D. C., 1919.
|41 ] History of the Theory of Numbers, vol. 2, Carnegie Institute,
Washing! D. C.. 1920,
(42] History of the Theory of Numbers, vol. 3, Carnegie Institute,
Waslrin
D. С.," 1923.
(43] Ternary quadratic forms and congruences, Ann, of Math, (2) 28. 333-
(1927).
(44] Cyciotomy and trinomial congruences, Trans, Amer. Math. Soc. 37,
380 (1935).
(45] Cyciotomy when e is composite, Trans. Amer. Math. Soc. 38, 187-200
(I
(46] Cyciotomy, higher conrguences, and Waring's problem, Amer. J. Math.Щ
391-424 (1935).
(47] Cyciotomy, higher congruences, and Warmg's problem ii. Amer. J. MM
Предыдущая << 1 .. 302 303 304 305 306 307 < 308 > 309 310 311 312 313 314 .. 371 >> Следующая

Реклама

c1c0fc952cf0704ad12d6af2ad3bf47e03017fed

Есть, чем поделиться? Отправьте
материал
нам
Авторские права © 2009 BooksShare.
Все права защищены.
Rambler's Top100

c1c0fc952cf0704ad12d6af2ad3bf47e03017fed