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  • The impact of VC on startup invention

    Dear Statalists:
    I am studying the impact of VC on startup invention, by focusing on VC characteristics such as the VC age, I used the
    Code:
     xtpoisson thepatentaplied the1stroundofvc AgeofVC ,fe 
    command and I am wondering about the model ?
    my data example
    Code:
    * Example generated by -dataex-. For more info, type help dataex
    clear
    input int(idcomp years) byte(thepatentaplied the1stroundofvc) int AgeofVC
     1 2015 1 0  0
     1 2016 0 0  0
     1 2017 0 0  0
     1 2018 0 0  0
     1 2019 0 0  0
     2 2006 0 0  0
     2 2007 0 0  0
     2 2008 1 0  0
     2 2009 0 0  0
     2 2010 3 0  0
     2 2011 0 0  0
     2 2012 0 0  0
     2 2013 1 0  0
     2 2014 1 0  0
     2 2015 0 0  0
     2 2016 0 0  0
     2 2017 0 0  0
     2 2018 0 0  0
     2 2019 0 0  0
     3 2000 0 0  0
     3 2001 0 0  0
     3 2002 0 0  0
     3 2003 0 0  0
     3 2004 0 0  0
     3 2005 3 0  0
     3 2006 0 0  0
     3 2007 0 0  0
     3 2008 0 0  0
     3 2009 0 0  0
     3 2010 2 0  0
     3 2011 1 0  0
     3 2012 1 0  0
     3 2013 0 0  0
     3 2014 0 0  0
     3 2015 1 0  0
     3 2016 0 1 26
     3 2017 0 1 27
     3 2018 0 1 28
     3 2019 0 1 29
     4 2017 0 1  3
     4 2018 0 1  4
     4 2019 0 1  5
     5 2010 0 0  0
     5 2011 0 0  0
     5 2012 0 0  0
     5 2013 0 0  0
     5 2014 1 1 18
     5 2015 5 1 19
     5 2016 0 1 20
     5 2017 3 1 21
     5 2018 1 1 22
     5 2019 0 1 23
     6 2015 0 0  0
     6 2016 0 1 11
     6 2017 1 1 12
     6 2018 0 1 13
     6 2019 0 1 14
     7 2004 0 0  0
     7 2005 1 0  0
     7 2006 1 0  0
     7 2007 1 0  0
     7 2008 0 0  0
     7 2009 2 0  0
     7 2010 1 1  1
     7 2011 2 1  2
     7 2012 1 1  3
     7 2013 0 1  4
     7 2014 1 1  5
     7 2015 2 1  6
     7 2016 1 1  7
     7 2017 1 1  8
     7 2018 0 1  9
     7 2019 0 1 10
     8 2009 0 0  0
     8 2010 0 0  0
     8 2011 0 0  0
     8 2012 0 0  0
     8 2013 0 0  0
     8 2014 0 0  0
     8 2015 1 1  2
     8 2016 0 1  3
     8 2017 0 1  4
     8 2018 1 1  5
     8 2019 0 1  6
     9 2006 0 0  0
     9 2007 0 0  0
     9 2008 0 0  0
     9 2009 0 0  0
     9 2010 0 0  0
     9 2011 0 0  0
     9 2012 3 0  0
     9 2013 0 1 13
     9 2014 0 1 14
     9 2015 0 1 15
     9 2016 2 1 16
     9 2017 1 1 17
     9 2018 0 1 18
     9 2019 0 1 19
    10 2012 2 0  0
    10 2013 1 0  0
    end

  • #2
    use robust errors to avoid the poisson assumption of equal mean/variance.

    Comment


    • #3
      Thank you, Pr. George Ford
      Last edited by Harmouche Abdessamie; 03 Aug 2023, 04:02.

      Comment


      • #4
        Thank you, Pr. George Ford

        Comment

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