Description: Author: Steven Weinberg ( 1933 – 2021 ) Nobel physics Title: Dream of a Final Theory Subtitle: The Search for the Fundamental Laws of Nature Series: Publisher: Pantheon Books Year: 1992 First Edition / Printing ISBN: 9780679419235 Signed: Flat signed on title page Dust Jacket: Near new, some dirt to foot of spine, unclipped, mylar protected Book: Near new, handsome blue boards with gold lettering Text: Near new, clean and bright throughout Backstory: Steven Weinberg, a leading theoretical physicist, received the Nobel Award in physics for work he did with others on unifying force theories. The “dream” of a final theory is just that, a dream that all of the force theories will be unified into a single theory explaining physical forces. An important book, a more important thinker, and in a gift quality package. I purchased this as a “signed by author” example because I value the connection of holding a book that was personally held by its author. I am selling many books from my personal professional library associated with 50 years of teaching. Books are in philosophy, psychology, economics, sciences, etc. Please ask questions or for additional images. I am not a professional book grader or seller. I recommend buying books that you see rather than relying solely on a seller’s description. Add to “know thyself,” the wisdom in book buying “view the book before you buy it.”
Price: 190 USD
Location: Harrisonburg, Virginia
End Time: 2025-01-19T21:49:42.000Z
Shipping Cost: 10 USD
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Item Specifics
Restocking Fee: No
Return shipping will be paid by: Buyer
All returns accepted: Returns Accepted
Item must be returned within: 14 Days
Refund will be given as: Money Back
Signed By: Steven Weinberg -- author
Book Title: Dreams of a Final Theory
Signed: Yes
Publisher: Pantheon
Item Length: 9.4 in
Edition: First Edition
Publication Year: 1992
Format: Hardcover
Language: English
Author: Steven Weinberg
Genre: Science
Topic: Physics / Quantum Theory, Physics / Relativity, Physics / General
Item Weight: 22.8 Oz
Item Width: 6.7 in
Number of Pages: 352 Pages