Mostra 1 - 10 risultati di 19 ricerca 'Krantz, Steven G. (Steven George) 1951-', tempo di risposta: 0,01s Raffina i risultati
  1. 1

    Foundations of analysis di Krantz, Steven G. (Steven George) 1951-

    Pubblicazione 2015
    Libro

    Foundations of analysis
  2. 2

    Convex analysis di Krantz, Steven G. (Steven George) 1951-

    Pubblicazione 2015
    Libro

    Convex analysis
  3. 3

    Foundations of analysis di Krantz, Steven G. (Steven George) 1951-

    Pubblicazione 2015
    Libro

    Foundations of analysis
  4. 4

    The geometry of complex domains di Greene, Robert Everist 1943-, Kim, Kang-Tae, Krantz, Steven G. (Steven George) 1951-

    Pubblicazione 2011
    Available for UP System via Springer Link.
    Electronic Resource

    The geometry of complex domains
  5. 5

    The proof is in the pudding the changing nature of mathematical proof di Krantz, Steven G. (Steven George) 1951-

    Pubblicazione 2011
    Available for UP System via Springer Link.
    Electronic Resource

    The proof is in the pudding the changing nature of mathematical proof
  6. 6

    Essentials of topology with applications di Krantz, Steven G. (Steven George) 1951-

    Pubblicazione 2010
    Libro

    Essentials of topology with applications
  7. 7

    A guide to real variables di Krantz, Steven G. (Steven George) 1951-

    Pubblicazione 2009
    Libro

    A guide to real variables
  8. 8

    Complex variables a physical approach with applications and MATLAB di Krantz, Steven G. (Steven George) 1951-

    Pubblicazione 2008
    Libro

    Complex variables a physical approach with applications and MATLAB
  9. 9

    Differential equations theory, technique, and practice di Simmons, George Finlay 1925-

    Pubblicazione 2007
    Libro

    Differential equations theory, technique, and practice
  10. 10

    A handbook of real variables with applications to differential equations and fourier analysis di Krantz, Steven G. (Steven George) 1951-

    Pubblicazione 2004
    Libro

    A handbook of real variables with applications to differential equations and fourier analysis

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