Matches in DBpedia 2015-10 for { <http://books.google.com/books?vid=ISBN0-07-912147-0> ?p ?o }
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- books?vid=ISBN0-07-912147-0 edition "6".
- books?vid=ISBN0-07-912147-0 first1 "James Ward".
- books?vid=ISBN0-07-912147-0 first2 "Ruel V.".
- books?vid=ISBN0-07-912147-0 isCitedBy Harmonic_conjugate.
- books?vid=ISBN0-07-912147-0 isbn "0-07-912147-0".
- books?vid=ISBN0-07-912147-0 last1 "Brown".
- books?vid=ISBN0-07-912147-0 last2 "Churchill".
- books?vid=ISBN0-07-912147-0 location "New York".
- books?vid=ISBN0-07-912147-0 page "61".
- books?vid=ISBN0-07-912147-0 publisher "McGraw-Hill".
- books?vid=ISBN0-07-912147-0 quote "If two given functions u and v are harmonic in a domain D and their first-order partial derivatives satisfy the Cauchy-Riemann equations throughout D, v is said to be a harmonic conjugate of u.".
- books?vid=ISBN0-07-912147-0 title "Complex variables and applications".
- books?vid=ISBN0-07-912147-0 year "1996".