''The Man Who Counted'' (original
Portuguese title: ''O Homem que Calculava'') is a book on
recreational mathematics
Recreational mathematics is mathematics carried out for recreation (entertainment) rather than as a strictly research-and-application-based professional activity or as a part of a student's formal education. Although it is not necessarily limited ...
and curious
word problems by Brazilian writer
Júlio César de Mello e Souza
Júlio César de Mello e Souza (Rio de Janeiro, May 6, 1895 – Recife, June 18, 1974), was a Brazilian writer and mathematics teacher. He was well known in Brazil and abroad for his books on recreational mathematics, most of them published unde ...
, published under the pen name
Malba Tahan. Since its first publication in 1938,
[Coppe de Oliveira, Cristiane (2007); A sombra do arco-íris: um estudo histórico/mitocrítico do discurso pedagógico de Malba Tahan. These, Univ. de São Paulo (Br), 2007, 171 pp.; p. 125] the book has been immensely popular in Brazil and abroad, not only among mathematics teachers but among the general public as well.
The book has been published in many other languages, including Catalan, English (in the UK and in the US),
German, Italian, and Spanish, and is recommended as a paradidactic source in many countries. It earned its author a prize from the
Brazilian Literary Academy.
Plot summary
First published in Brazil in 1949, ''O Homem que Calculava'' is a series of tales in the style of the ''
Arabian Nights
''One Thousand and One Nights'' (, ), is a collection of Middle Eastern folktales compiled in the Arabic language during the Islamic Golden Age. It is often known in English as ''The Arabian Nights'', from the first English-language edition () ...
'', but revolving around
mathematical puzzle
Mathematical puzzles make up an integral part of recreational mathematics. They have specific rules, but they do not usually involve competition between two or more players. Instead, to solve such a puzzle, the solver must find a solution that sati ...
s and curiosities. The book is ostensibly a translation by Brazilian scholar Breno de Alencar Bianco of an original manuscript by Malba Tahan, a thirteenth-century
Persian
Persian may refer to:
* People and things from Iran, historically called ''Persia'' in the English language
** Persians, the majority ethnic group in Iran, not to be conflated with the Iranic peoples
** Persian language, an Iranian language of the ...
scholar of the
Islamic Empire
This article includes a list of successive Islamic states and Muslim dynasties beginning with the time of the Islamic prophet Muhammad (570–632 CE) and the early Muslim conquests that spread Islam outside of the Arabian Peninsula, and continuin ...
– both equally fictitious.
The first two chapters tell how Hanak Tade Maia was traveling from
Samarra
Samarra (, ') is a city in Iraq. It stands on the east bank of the Tigris in the Saladin Governorate, north of Baghdad. The modern city of Samarra was founded in 836 by the Abbasid caliph al-Mu'tasim as a new administrative capital and mi ...
to Baghdad when he met Beremiz Samir, a young lad from
Khoy
Khoy (, ) is a city in the Central District (Khoy County), Central District of Khoy County, West Azerbaijan province, West Azerbaijan province, Iran, serving as capital of both the county and the district. Occupied since Medes, Median times, ...
with amazing mathematical abilities. The traveler then invited Beremiz to come with him to Baghdad, where a man with his abilities will certainly find profitable employment. The rest of the book tells of various incidents that befell the two men along the road and in Baghdad. In all those events, Beremiz Samir uses his abilities with calculation like a
magic wand
A wand is a thin, light-weight rod that is held with one hand, and is traditionally made of wood, but may also be made of other materials, such as metal, bone or stone. Long versions of wands are often styled in forms of staves or sceptres, whi ...
to amaze and entertain people, settle disputes, and find wise and just solutions to seemingly unsolvable problems.
In the first incident along their trip (chapter III), Beremiz settles a heated inheritance dispute between three brothers. Their father had left them 35 camels, of which 1/2 (17.5 camels) should go to his eldest son, 1/3 (11.666... camels) to the middle one, and 1/9 (3.888... camels) to the youngest. To solve the brothers dilemma, Beremiz convinces Hanak to donate his only camel to the dead man's estate. Then, with 36 camels, Beremiz gives 18, 12, and 4 animals to the three heirs, making all of them profit with the new share. Of the remaining two camels, one is returned to Hanak, and the other is claimed by Beremiz as his reward.
The translator's notes observe that the
17-animal inheritance puzzle
The 17-animal inheritance puzzle is a mathematical puzzle involving unequal but fair item allocation, fair allocation of Utility functions on indivisible goods, indivisible goods, usually stated in terms of inheritance of a number of large anim ...
, a mathematical puzzle whose first publication is in the works of Muhaqiqi Naraqi, is a variant of this problem, with 17 camels to be divided in the same proportions. It is found in hundreds of recreational mathematics books, such as those of E. Fourrey (1949) and G. Boucheny (1939). However, the 17-camel version leaves only one camel at the end, with no net profit for the estate's executor.
At the end of the book, Beremiz uses his abilities to win the hand of his student and secret love Telassim, the daughter of one of the Caliph's advisers. (The caliph mentioned is
Al-Musta'sim
Abu Ahmad Abdallah ibn al-Mustansir bi'llah (), better known by his laqab, regnal title Al-Mustaʿṣim bi-llāh (; 1213 – 20 February 1258), was the 37th and last caliph from the Abbasid dynasty ruling from Baghdad. He held the title from 12 ...
, the only real character who appears fictitiously; the time period ends with the
Abbasid
The Abbasid Caliphate or Abbasid Empire (; ) was the third caliphate to succeed the prophets and messengers in Islam, Islamic prophet Muhammad. It was founded by a dynasty descended from Muhammad's uncle, Abbas ibn Abd al-Muttalib (566–653 C ...
dynasty's collapse.)
In the last chapter we learn that Hanak Tade Maia and Beremiz eventually moved to
Constantinople
Constantinople (#Names of Constantinople, see other names) was a historical city located on the Bosporus that served as the capital of the Roman Empire, Roman, Byzantine Empire, Byzantine, Latin Empire, Latin, and Ottoman Empire, Ottoman empire ...
following the
Siege of Baghdad
The siege of Baghdad took place in early 1258. A large army commanded by Hulegu, a prince of the Mongol Empire, attacked the historic capital of the Abbasid Caliphate after a series of provocations from its ruler, caliph al-Musta'sim. Within ...
(Telassim's father died in the fighting), where Beremiz had three sons and Hanak visits him often.
Publishing history
The "translator's note" signed "B. A. Bianco" is dated from 1965. The preface signed "Malba Tahan" is dated "Baghdad, 19 of the Moon of Ramadan of 1321" (
Islamic calendar
The Hijri calendar (), also known in English as the Islamic calendar, is a lunar calendar consisting of 12 lunar months in a year of 354 or 355 days. It is used to determine the proper days of Islamic holidays and rituals, such as the Ramad ...
equivalent of (
Gregorian) 8 December 1903).
The 1993 English edition published by W.W. Norton & Co. was illustrated by
Patricia Reid Baquero.
The fifty fourth printing by
Editora Record (2001; in Portuguese) contains 164 pages of Malba Tahan's text, plus 60 pages of notes and historical appendices, commented solutions to all the problems, a glossary of Arabic terms, alphabetical index, and other material.
The book was translated into
Arabic
Arabic (, , or , ) is a Central Semitic languages, Central Semitic language of the Afroasiatic languages, Afroasiatic language family spoken primarily in the Arab world. The International Organization for Standardization (ISO) assigns lang ...
in 2005 by Azza Kubba, an Iraqi from Baghdad (published by Al-Jamel Publishing House, Cologne, Germany).
Further reading
*
Gaston Boucheny,
Curiosités et Récréations Mathématiques'. Paris, 1939.
*
E. Fourrey,
Récréations Mathématiques'. Paris, 1949.
References
External links
Online copy from The Internet Archive
{{DEFAULTSORT:Man Who Calculated
Mathematics fiction books
Recreational mathematics