I employed the partial equilibrium analysis to analyze the implications of drought tolerant (HB4) and CRISPR/gene-editing technology adoption on wheat trade.
Please find the the paper below; PROQUEST-MS-THESIS.pdf (researchgate.net)
It depends on the data you have. For example if you want to examine the extensive margin of adoption with a binary dependent variable, like where a farmer uses improved seed or not, you may consider probit or logit or double hurdle approach. If you are using panel data from Ethiopian Rural Household Survey, I can recommend the following references:
Dercon, S., & Christiaensen, L. (2011). Consumption risk, technology adoption and poverty traps: Evidence from Ethiopia. Journal of development economics, 96(2), 159-173.
Krishnan, P., & Patnam, M. (2014). Neighbors and extension agents in Ethiopia: Who matters more for technology adoption?. American Journal of Agricultural Economics, 96(1), 308-327.