The geometry of African art II. A catalog of Benin patterns 

      Donald W. Crowe ................................................. 253--271



The invariance of dimension: Problems in the early development 

      of set theory and topology 

      Joseph W. Dauben ................................................ 273--288



The space-time continuum 

      H. S. M. Coxeter ................................................ 289--298



The earliest reckoning books existing in the Persian language 

      Heinrich Hermelink .............................................. 299--303



Some historical aspects of the development of mathematical analysis 

      in Hungary 

      M. Mikolÿs ...................................................... 304--308



D'Alembert's letter to Euler of 3 March 1766 

      Peeter Müürsepp ................................................. 309--311



Ausz disem wirdt vil dings gemacht: A Dürer construction of tangent  

      circles 

      Dan Pedoe ....................................................... 312--314



Historiographic vices II. Priority chasing 

      Kenneth O. May .................................................. 315--317



REVIEWS ............................................................... 339--375



`Boethius' Geometrie II by Menso Folkerts 

      (G. P. Matvievskaya) ............................................ 339--341



Diderot by Arthur M. Wilson 

      (Charles C. Gillispie) .......................................... 342--344      



Einstein. Zhizn, Smert, Bessmertie by B. G. Kuznetsov 

      (Martin Dyck) ................................................... 344--347



Women in Mathematics by Lynn M. Osen 

      (Mary E. Williams) .............................................. 348--349



Georgii Nikolaevich Nikoladze by A. N. Bogolyubov      

      (Esther Portnoy) ..................................................... 349



Babbage, La Macchina Analitica by Mario G. Losano 

      (Umberto Forti) ................................................. 350--353



Chinese Mathematics in the Thirteenth Century: The Shu-Shu 

      Chiu-Chang of Ch'in Chiu-Shao by Ulrich Libbrecht 

      (Lam Lay Yong) .................................................. 353--355



English-Greek Mathematical Dictionary by C. P. Tzelekis 

      (S. P. Zervos) ....................................................... 355



Matematica Si Viata by Simion Stoilow 

      (George St. Andonie) ............................................ 356--358



Men and Discoveries in Mathematics by Bryan Morgan 

      (Gregory H. Moore) .............................................. 358--359



Leibniz and Dynamics by Pierre Costabel 

      (C. Truesdell) .................................................. 360--361      



History of Mathematical Logic from Leibniz to Peano by N.I. 

      Styazhkin 

      (Evandro Agazzi) ................................................ 361--365



Mathematical Education in China: Its Growth and Development 

      by Frank Swetz 

      (Ho Peng Yoke) .................................................. 365--366



Die Mathematik und Ihre Dozenten an Der Berliner Universität      

      1810--1920 by Kurt-R. Biermann 

      (Ronald Calinger) ............................................... 367--369



The History of Quantum Theory by Friedrich Hund 

      (Lewis Pyenson) ................................................. 370--375



ABSTRACTS

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