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An Essay on the Principle of Population

An Essay on the Principle of Population( )
Author: Malthus, Thomas Robert
Editor: Appleman, Philip
Series title:Critical Editions Ser.
ISBN:978-0-393-09202-8
Publication Date:Jan 1976
Publisher:W. W. Norton & Company, Incorporated
Book Format:Paperback
List Price:AUD $17.95
Book Details
Pages:256
Detailed Subjects: Social Science / Demography
Physical Dimensions (W X L X H):13 x 21 x 0.66 cm
Book Weight:0.318 Kilograms
Author Biography
Malthus, Thomas Robert (Author)
Thomas Robert Malthus was born to a wealthy family near Surrey, England. His father, the eccentric Daniel Malthus, was friends with both David Hume and Jean-Jacques Rousseau. Malthus was educated privately at home and, at age 13, began two years of study in residence with Richard Graves, a Protestant minister near Bath. He excelled in history, classics, and fighting. In a letter to Daniel Malthus on the progress of his son, Graves stated that young Thomas "loves fighting for fighting's sake, and delights in bruising. . . ." In 1783, Malthus enrolled in a religious academy for Protestant dissenters; when it failed the same year, he became the private student of a radical Unitarian minister. At age 18, he enrolled at Jesus College, Cambridge, where he studied mathematics and the classics. He graduated from Cambridge in 1788 and became an ordained minister in the Church of England in 1791.

Malthus and his father frequently discussed the issues of the day. When the elder Malthus became fascinated with the utopian philosophy of the popular William Godwin, which preached a vision of peace, prosperity, and equality for all, the younger Malthus expressed his doubts in a manuscript intended only for his father. His father suggested, however, that it be published and so "An Essay on the Principle of Population As It Affects the Future Improvement of Society" appeared in 1798. The book was an instant success. Well written, it argued that population tended to grow at a geometric (exponential) rate, whereas the resources needed to support the population would only grow at an arithmetic (linear) rate. Eventually, society would not have the resources to support its population, and the result would be misery, poverty, and a subsistence standard



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