Cosmic Jackpot

{{Short description|2007 book by Paul Davies}}

{{Infobox book |

| name = The Goldilocks Enigma: Why is the Universe Just Right for Life? (Cosmic Jackpot)

| image = Cosmic Jackpot.jpeg

| caption = Cover

| author = Paul Davies

| country = United Kingdom

| language = English

| subject = Physics

| publisher = Penguin Group

| pub_date = 2007

| media_type = Print

| pages = 242

| isbn = 978-0-618-59226-5

| dewey = 523.1/2 22

| congress = BS651 .D325 2007

| oclc = 70775587

}}

Cosmic Jackpot, also published under the title The Goldilocks Enigma: Why is the Universe Just Right for Life?,[https://books.google.com/books?id=9hxsTybfLWsC Google Books: The Goldilocks Enigma] is a 2007 non-fiction book by physicist and cosmologist Paul Davies, describing the idea of a fine-tuned universe.

The Enigma

{{main|Fine-tuned universe}}

In Cosmic Jackpot, Davies argues that certain universal fundamental physical constants are precisely adjusted to make life in the Universe possible: that we have, in a sense, won a "cosmic jackpot," and that conditions are "just right" for life, as in The Story of the Three Bears. As Davies writes elsewhere, "There is now broad agreement among physicists and cosmologists that the universe is in several respects 'fine-tuned' for life."Paul Davies, "How bio-friendly is the universe?" International Journal of Astrobiology, vol. 2, no. 2 (2003): 115.

After explaining this enigma, Davies discusses possible solutions, such as the anthropic principle, the idea of a multiverse which contains many different universes (including our "just right" one), and the idea of intelligent design.

The Multiverse

{{main|Multiverse}}

Davies also discusses a number of other ideas connected with the "multiverse." Much like a pencil falling to the ground from its tip in a trade off of symmetry for stability, Davies writes that the Big Bang could have established a complex but stable universe (or multiverse) from symmetry breaking as the heat radiation in "space" lowered abruptly past the Curie Point.

See also

References

{{reflist}}