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61. Essai Sur La Théorie Des Nombres
 
62. Éléments De Géométrie: Avec
 
63. Theorie Des Nombres Troisieme
64. Quadratic Reciprocity: Modular
 
65. CORRESPONDENCE MATHEMATIQUE ENTRE
 
66. Elements of geometry & trigonometry
 
67. Tables of the logarithms of the

61. Essai Sur La Théorie Des Nombres (French Edition) (2010 Reprint)
by Adrien Marie Legendre
 Paperback: Pages (2010-01-26)

Asin: B003V218UA
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62. Éléments De Géométrie: Avec Des Notes (French Edition) (2010 Reprint)
by Adrien Marie Legendre
 Paperback: Pages (2010-01-26)

Asin: B003V3251A
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63. Theorie Des Nombres Troisieme Edition
by Adrien-Marie Legendre
 Leather Bound: Pages (1830)

Asin: B000N5VGO6
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64. Quadratic Reciprocity: Modular Arithmetic, Number Theory, Quadratic Residue, Leonhard Euler, Adrien-Marie Legendre, Carl Friedrich Gauss, Disquisitiones Arithmeticae
Paperback: 88 Pages (2010-01-12)
list price: US$49.00
Isbn: 6130346034
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Editorial Review

Product Description
High Quality Content by WIKIPEDIA articles! The law of quadratic reciprocity is a theorem from modular arithmetic, a branch of number theory, which gives conditions for the solvability of quadratic equations modulo prime numbers. There are a number of equivalent statements of the theorem, which consists of two "supplements" and the reciprocity law: Let p, q > 2 be two distinct (positive odd) prime numbers. Then (Supplement 1)x2 ? ?1 (mod p) is solvable if and only if p ? 1 (mod 4). (Supplement 2) x2 ? 2 (mod p) is solvable if and only if p ? ±1 (mod 8). (Quadratic reciprocity) Let q * = ±q where the sign is plus if q ? 1 (mod 4) and minus if q ? ?1 (mod 4). (I.e. |q *| = q and q * ? 1 (mod 4).) Then x2 ? p (mod q) is solvable if and only if x2 ? q * (mod p) is solvable. ... Read more


65. CORRESPONDENCE MATHEMATIQUE ENTRE LEGENDRE ET JACOBI.
by (Adrien-Marie Legendre & Carl Gustav Jacobi).
 Paperback: Pages (1875)

Asin: B001I2P1U8
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66. Elements of geometry & trigonometry adapted to the course of
by Legendre. A. M. (Adrien Marie). 1752-1833.
 Paperback: Pages (1868-01-01)

Asin: B002WUIQES
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67. Tables of the logarithms of the complete -function to twelve f
by Legendre. A. M. (Adrien Marie). 1752-1833.
 Paperback: Pages (1921-01-01)

Asin: B002WU2CO8
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