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Results: 1 to 27 of 27 found      Go to page: 1

[1] French, German, Italian, and Proven\c {c}al texts. Mathematical World 27 (2009) 165-170.
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[2] Greek and Latin texts. Mathematical World 27 (2009) 147-156.
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[3] Jacques Sesiano. An Introduction to the History of Algebra. Mathematical World 27 (2009) MR MR2514537.
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[4] Algebra in the Islamic world. Mathematical World 27 (2009) 53-91.
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[5] Algebra in Mesopotamia. Mathematical World 27 (2009) 1-16.
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[6] Algebra in ancient Greece. Mathematical World 27 (2009) 17-51.
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[7] Algebra in the Renaissance. Mathematical World 27 (2009) 123-141.
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[8] Hebrew text. Mathematical World 27 (2009) 163-164.
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[9] Algebra in medieval Europe. Mathematical World 27 (2009) 93-121.
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[10] Mesopotamian texts in translation. Mathematical World 27 (2009) 143-145.
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[11] Arabic texts. Mathematical World 27 (2009) 157-161.
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[12] Equations of degree greater than four. Mathematical World 12 (1998) 125-125.
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[13] Numbers, algebra, and the real world. Mathematical World 12 (1998) 95-96.
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[14] Fundamental theorem of algebra. Mathematical World 12 (1998) 117-123.
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[15] The cubic and biquadratic equations. Mathematical World 12 (1998) 55-62.
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[16] Complex numbers. Mathematical World 12 (1998) 97-115.
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[17] \= Aryabha\d ta--Brahmagupta--Bh\= askara. Mathematical World 12 (1998) 17-31.
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[18] Eucild--Archimedes--Diophantus. Mathematical World 12 (1998) 3-10.
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[19] Pythagoras and the Pythagorean triplets. Mathematical World 12 (1998) 11-16.
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[20] General number systems and the axiomatic treatment of algebra. Mathematical World 12 (1998) 127-135.
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[21] V. S. Varadarajan. Algebra in Ancient and Modern Times. Mathematical World 12 (1998) MR MR1621032.
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[22] Arabic mathematics. Mathematical World 12 (1998) 43-45.
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[23] Solution of the biquadratic equation. Mathematical World 12 (1998) 87-92.
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[24] Irrational numbers: construction and approximation. Mathematical World 12 (1998) 33-41.
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[25] Beginnings of algebra in Europe. Mathematical World 12 (1998) 47-53.
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[26] Solution of the cubic equation. Mathematical World 12 (1998) 65-86.
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[27] Dorian Goldfeld. Gauss' class number problem for imaginary quadratic fields. Bull. Amer. Math. Soc. 13 (1985) 23-37. MR 788386.
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Results: 1 to 27 of 27 found      Go to page: 1