Gabriel de Campos
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gacampos.bsky.social
Gabriel de Campos
@gacampos.bsky.social
13 followers 110 following 0 posts
Econ PhD student at UPF

https://gacamposgs.github.io/
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Reposted by Gabriel de Campos
nexojornal.bsky.social
#NexoPolíticasPúblicas | Neste ‘Bibliografia básica’ do Neri/Insper, a pesquisadora Milena Mendonça recomenda cinco leituras que contribuem para a compreensão do ensino integral no Brasil. Leia as indicações com #acessolivre 👇
Ensino integral no Brasil
A pesquisadora Milena Mendonça recomenda cinco leituras que contribuem para a compreensão do ensino integral no Brasil
dlvr.it
February 4, 2025 at 8:46 PM
Reposted by Gabriel de Campos
deanyang.bsky.social
Join us at the BSE Summer Forum Development Economics workshop... Jun 18-19 in Barcelona!

This is one of my favorite conferences, held in a striking Modernist former hospital (a stone's throw from Gaudi's Sagrada Familia...)

Submit your papers by Feb 28! events.bse.eu/live/files/5...
#EconSky
events.bse.eu
January 23, 2025 at 9:48 AM
Reposted by Gabriel de Campos
pedropicchetti.bsky.social
Hi all. I'm Pedro Picchetti from INSPER Institute of Research and Education, in Brazil. My #EconJMP provides a new method for the identification of dynamic causal effects using Instrumental Variables. sites.google.com/view/pedropi...
The instrumental variables (IV) method has been widely studied in cross-sectional settings. However, many practical applications involve panel data, in settings where a unit's treatment status may turn on or off over time. I show that in the presence of dynamic treatment effects, that is, if past treatments affect current potential outcomes, standard methods are no longer valid if the instruments are serially correlated. This paper proposes the nonparametric identification of dynamic causal effects in a potential outcomes framework in which potential outcomes depend on the treatment path taken by a unit through time but the first stage is static, in the sense that at each period the IV only instruments its contemporary treatment. I provide a nonparametric estimator that is unbiased over the randomization distribution and derive its finite population limiting distribution as the sample size increase.
October 2, 2024 at 2:22 PM