From Eternity to Here

From Eternity to Here: The Quest for the Ultimate Theory of Time is a non-fiction book by American theoretical physicist Sean M. Carroll.[1] The book was initially released on January 7, 2010 by Dutton.[2]

From Eternity to Here: The Quest for the Ultimate Theory of Time
Hardcover edition
AuthorSean M. Carroll
CountryUnited States
LanguageEnglish
SubjectArrow of time, philosophy of time
GenreNon-fiction
PublisherDutton
Publication date
January 7, 2010
Media typePrint, e-book, audiobook
Pages448 pp.
ISBN978-0525951339
OCLC892059776
Preceded bySpacetime and Geometry 
Followed byThe Particle at the End of the Universe 
WebsiteOfficial website

Background

In the book, his second, Carroll explores the nature of the arrow of time, that goes forward from the past to the future, and posits that the arrow owes its existence to conditions before the Big Bang. However, reasoning about what was there before the Big Bang has traditionally been dismissed as meaningless, for space and time are considered to be created exactly at the Big Bang. Carroll argues that "understanding the arrow of time is a matter of understanding the origin of the universe" and in his explanations relies on the second law of thermodynamics, which states that all systems in the Universe tend to become more and more disorganized (increase in entropy).[3][4] The arrow of time is based on ideas that go back to Ludwig Boltzmann, an Austrian physicist of the 1870s.[5]

Reception

Manjit Kumar in his review for the Daily Telegraph called the book "a rewarding read" that was "not for the faint hearted".[4] Writing for The A.V. Club, Donna Bowman commented, "Its appeal lies in Carroll's gift for leading readers through the train of thought that connects black holes, light cones, event horizons, Laplace's demon (or Maxwell’s), dark energy, and entropy with the question of time... Like all great teachers, he makes his subject irresistible, and makes his students feel smarter."[6] A reviewer of Kirkus Reviews added, "Not for the scientifically disinclined, but determined readers will come away with a rewarding grasp of a complex subject."[3]

Andreas Albrecht, writing for Physics Today, gave the book a generally positive review, while noting that Carroll's attempts to provide material for both lay and expert readers might at times leave both dissatisfied.[7] In his review for New Scientist, philosopher Craig Callender wrote that "Carroll seems slightly embarrassed by the many leaps of faith he asks of his reader" in explaining his hypothesis for the origin of the arrow of time.[8] Eric Winsberg's evaluation of Carroll's proposal concluded by saying that its conceptual costs "seem high, and the benefits few."[9]

References

  1. From Eternity to Here by Sean Carroll and Erik Synnestvedt - Audiobook - Listen Online. scribd.com. Retrieved 26 February 2020.
  2. Waugh, Alexander (9 January 2010). "Timely Questions". Wall Street Journal. Retrieved 26 February 2020.
  3. "FROM ETERNITY TO HERE | Kirkus Reviews". Kirkus Reviews. May 20, 2010. Retrieved 26 February 2020.
  4. Kumar, Manjit (8 April 2011). "From Eternity to Here: The Quest for the Ultimate Theory of Time by Sean Carroll". Daily Telegraph. Retrieved 26 February 2020.
  5. Biba, Erin (26 February 2010). "What Is Time? One Physicist Hunts for the Ultimate Theory". Wired. Wired.com. Retrieved 26 February 2020.
  6. Bowman, Donna (18 February 2010). "Sean Carroll: From Eternity To Here". The A.V. Club. Retrieved 26 February 2020.
  7. Albrecht, Andreas (April 2010). Physics Today. 63 (4): 54–55. doi:10.1063/1.3397046. ISSN 0031-9228.CS1 maint: untitled periodical (link)
  8. Callender, Craig (2010-01-20). "A leap too far in this multiverse explanation of time". New Scientist. Retrieved 2020-02-29.
  9. Winsberg, Eric (2012-02-23). "Bumps on the Road to Here (from Eternity)". Entropy. 14 (3): 390–406. Bibcode:2012Entrp..14..390W. doi:10.3390/e14030390. ISSN 1099-4300.
This article is issued from Wikipedia. The text is licensed under Creative Commons - Attribution - Sharealike. Additional terms may apply for the media files.