Armor BronzeBiblio.com
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1925930New York: Armor Bronze 1925. Near Fine. A pair of antique bronze-clad figural book ends electroformed bronze over a plaster core with original and beautifully intact dark patina the base of each measures 6.6 by 3.3 inches heights are 6.5 and 6.6 inches the pair weigh 6 lbs 7 oz there are no breaks or tears in the bronze cladding black felt on bottoms possibly original both sit flat and stable #713 in Kuritzky and De Costa.<br /> <br /> Signed "Armor Bronze" but it is hard to see. Armor Bronze unknown
1920951Newark NJ: National Metalizing Company att. 1920. Near Fine. An uncommon and striking pair of bookends likely from the National Metalizing Company these bookends are large with the pair standing at 9.5 inches tall and 7 inches wide. What is striking with these examples is the rich patina and finish. These are a magnificent example of bronze-clad plaster bookends and these will certainly standout as an exceptional set of art deco library decor items. National Metalizing Company (att.) unknown
20212081502111903404Komiya 2021. Soft Cover. Fine. The book is in fine condition. Komiya paperback
Lageras, Per, edIn Pristine Condition. unknown
2091502135300807Not Available N.A. Soft Cover. Fine. Number of books: 1 Not Available paperback
184135935Paris Académie des Sciences 1841 submitted 1826. 4to. 257x197mm. Extract from: 'Mém. Acad. d. Sciences de Paris' 1841 pp.176-264. Contemporary half calf with gilt spine lettering. Spine with a little wear. Some light brown spotting throughout. Otherwise fine and clean. <br/><br/><em>Very scarce first edition of Abel's main paper in which he first presented his theorem for elliptic integrals - Abel's theorem. "After studying at Christiania and Copenhagen Abel received a scholarship that permitted him to travel. In Paris he was presented to Legendre Laplace Cauchy and Lacroix but they ignored him. . Abel knew the work of Euler Lagrange and Legendre on elliptic integrals and may have gotten suggestions for the work he undertook from remarks made by Gauss especially in his 'Disquisitiones Arithmeticae'. He himself started to write papers in 1825. He presented his major paper on integrals to the Academy of Sciences in Paris on October 30 1926 for publication in its journal. This paper the offered item contained Abel's great theorem. Fourier the secretary of the Academy at the time read the introduction to the paper and then referred the paper to Legendre and Cauchy for evaluation the latter being chiefly responsible. The paper was long and difficult only because it contained many new ideas. Cauchy laid it aside to favor his own work. Legendre forgot about it. After Abel's death when his fame was established the Academy searched for the paper found it and published it in 1841. . Because Abel's main paper of 1826 was not published until 1841 other authors learning the more limited theorems published in between these dates obtained independently many of Abel's 1826 results." Kline: Mathematical Thought from Ancient to Modern Times pp.644-55. Sotheran: Bibliotheca Chemico-Mathematics Third Supplement describes this paper as "very scarce". </em> unknown
20212081502111907584Shanghai Ancient Book Publishing House 2021. Soft Cover. Fine. The book is in fine condition. Shanghai Ancient Book Publishing House paperback
