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4.5/5 
The definitive guide to calendars 
Reingold and Dershowitz present a comprehensive review of calendars, and it is suitable for all people having 
an appreciation for mathematics or/and history. 
Throughout, the authors' knowledge of and passion for calendars is clearly evident. 
This third edition has been expanded to include the following new types of calendars: generic cyclical and 
astronomical lunar calendars as well as the Korean, Vietnamese, Aztec, and Tibetan calendars. -Significant 
additions indeed, which from what I hear are not found so comprehensibly in most books on calendars. 
Attention to detail in the text is excellent, with a comprehensive index of (very minor) errors provided. 
Comprehensive Lisp code for the calendars is provided, which I suspect many lay people (including myself) are 
not proficient in. -Perhaps generic mathematical logic based routines or a language more widely used such as 
JAVA would help? 
However, I found the non programming oriented mathematics and history of the text excellent, and thus overall 
a detailed and interesting read that is a considerable advancement on it's previous renowned editions. 
Scope for future editions? 
It may be nice to see each calendar dealt with on it's own, such that one does not necessarily have to convert 
between them. 
Robin Ravi Gajria 
IMA London Branch Chair 
Twitter @robinravi 
Facebook robinravilearn

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Robin ravi gajria ima mathematics today calendrical calculations review

  • 1. 4.5/5 The definitive guide to calendars Reingold and Dershowitz present a comprehensive review of calendars, and it is suitable for all people having an appreciation for mathematics or/and history. Throughout, the authors' knowledge of and passion for calendars is clearly evident. This third edition has been expanded to include the following new types of calendars: generic cyclical and astronomical lunar calendars as well as the Korean, Vietnamese, Aztec, and Tibetan calendars. -Significant additions indeed, which from what I hear are not found so comprehensibly in most books on calendars. Attention to detail in the text is excellent, with a comprehensive index of (very minor) errors provided. Comprehensive Lisp code for the calendars is provided, which I suspect many lay people (including myself) are not proficient in. -Perhaps generic mathematical logic based routines or a language more widely used such as JAVA would help? However, I found the non programming oriented mathematics and history of the text excellent, and thus overall a detailed and interesting read that is a considerable advancement on it's previous renowned editions. Scope for future editions? It may be nice to see each calendar dealt with on it's own, such that one does not necessarily have to convert between them. Robin Ravi Gajria IMA London Branch Chair Twitter @robinravi Facebook robinravilearn