MARC 닫기

• LDR

  00000cam u2200205Ia 4500

• 001

  000000530886

• 005

  20220214103948

• 006

  m d

• 007

  cr cnu---unuuu

• 008

  210807s2021 nju o 000 0 engd

• 020

  ▼a  9780691223599
  ▼q  (electronic bk.)

• 020

  ▼a  0691223599
  ▼q  (electronic bk.)

• 035

  ▼a  2952677
  ▼b  (N$T)

• 035

  ▼a  (OCoLC)1263026974

• 037

  ▼a  9519673
  ▼b  IEEE

• 037

  ▼a  22573/ctv1qxm18d
  ▼b  JSTOR

• 037

  ▼a  A6527882-8251-40E7-B4D9-8B89D128C83D
  ▼b  OverDrive, Inc.
  ▼n  http://www.overdrive.com

• 040

  ▼a  EBLCP
  ▼b  eng
  ▼c  EBLCP
  ▼d  IEEEE
  ▼d  OCLCO
  ▼d  OCLCF
  ▼d  UKAHL
  ▼d  JSTOR
  ▼d  TEFOD
  ▼d  N$T
  ▼d  248023

• 049

  ▼a  MAIN

• 050

  ▼a  T16

• 072

  ▼a  PHI
  ▼x  002000
  ▼2  bisacsh

• 072

  ▼a  PHI
  ▼x  034000
  ▼2  bisacsh

• 072

  ▼a  SEL
  ▼x  009000
  ▼2  bisacsh

• 082

  ▼a  609/.009
  ▼2  23

• 245

  ▼a  How to innovate
  ▼h  [electronic resource]:
  ▼b  an ancient guide to creating thinking /
  ▼c  Aristotle [and others] ; selected, translated, and introduced by Armand D'Angour.

• 260

  ▼a  Princeton:
  ▼b  Princeton University Press,
  ▼c  2021.

• 300

  ▼a  1 online resource (163 p.).

• 490

  ▼a  Ancient Wisdom for Modern Readers

• 500

  ▼a  Description based upon print version of record.

• 520

  ▼a  What we can learn about fostering innovation and creative thinking from some of the most inventive people of all times--the ancient Greeks When it comes to innovation and creative thinking, we are still catching up with the ancient Greeks. Between 800 and 300 BCE, they changed the world with astonishing inventions--democracy, the alphabet, philosophy, logic, rhetoric, mathematical proof, rational medicine, coins, architectural canons, drama, lifelike sculpture, and competitive athletics. None of this happened by accident. Recognizing the power of the new and trying to understand and promote the conditions that make it possible, the Greeks were the first to write about innovation and even the first to record a word for forging something new. In short, the Greeks "invented" innovation itself--and they still have a great deal to teach us about it. How to Innovate is an engaging and entertaining introduction to key ideas about--and examples of--innovation and creative thinking from ancient Greece. Armand D'Angour provides lively new translations of selections from Aristotle, Diodorus, and Athenaeus, with the original Greek text on facing pages. These writings illuminate and illustrate timeless principles of creating something new--borrowing or adapting existing ideas or things, cross-fertilizing disparate elements, or criticizing and disrupting current conditions. From the true story of Archimedes's famous "Eureka!" moment, to Aristotle's thoughts on physical change and political innovation, to accounts of how disruption and competition drove invention in Greek warfare and the visual arts, How to Innovate is filled with valuable insights about how change happens--and how to bring it about.

• 590

  ▼a  Added to collection customer.56279.3

• 650

  ▼a  Technological innovations
  ▼z  Greece
  ▼v  Early works to 1800.

• 650

  ▼a  Technological innovations.
  ▼2  fast
  ▼0  (OCoLC)fst01145002

• 650

  ▼a  PHILOSOPHY / History & Surveys / Ancient & Classical
  ▼2  bisacsh

• 651

  ▼a  Greece.
  ▼0  (OCoLC)fst01208380
  ▼2  fast

• 655

  ▼a  Electronic books.

• 655

  ▼a  Early works.
  ▼2  fast
  ▼0  (OCoLC)fst01411636

• 700

  ▼a  Aristotle.

• 700

  ▼a  D'Angour, Armand.

• 776

  ▼i  Print version:
  ▼a  Aristotle
  ▼t  How to Innovate.
  ▼d  Princeton : Princeton University Press,c2021,
  ▼z  9780691213736

• 830

  ▼a  Ancient wisdom for modern readers.

• 852

  ▼a  NA000000
  ▼b  00000140

• 856

  ▼3  EBSCOhost
  ▼u  https://search.ebscohost.com/login.aspx?direct=true&scope=site&db=nlebk&db=nlabk&AN=2952677

• 938

  ▼a  Askews and Holts Library Services
  ▼b  ASKH
  ▼n  AH39243978

• 938

  ▼a  ProQuest Ebook Central
  ▼b  EBLB
  ▼n  EBL6686957

• 938

  ▼a  EBSCOhost
  ▼b  EBSC
  ▼n  2952677

• 990

  ▼a  최영란

• 991

  ▼a  eBook

• 994

  ▼a  92
  ▼b  N$T