🏛️ Entrepreneurial finance (Matthew Rhodes-Kropf) #257
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guest lecture by antoinette schoar 🫡example of aligning instrument
For 🙅♀️example of misaligned situation
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💰15.431 ent.finance_john.chory.txt
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case study on artificial leg developing company
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Nov.5 case study :Avid Radiopharmaceuticals: The Venture Debt Question
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W3

applying what i learned on designing options ent.finance class_otter.txt, link
BEC_ent_finance.pdf
Nanda16_Financing entrepreneurial experimentation.pdf
with emphasis on
- What is its goal?
- What is the logic by which it is carried out?
Outputs: Expected values at each investment stage (EV0 = 6, EV after Stage 1 = 40), investment decisions (whether to proceed to the next stage), returns on investment for each VC (VC1 achieves 10x return, VC2 achieves 2x return), internal rates of return (IRRs of 58% for VC1 and 26% for VC2), changes in ownership stakes over time.
Goal: To model and evaluate sequential investment decisions in a venture capital scenario to optimize financial returns for investors and the founder while accounting for risks and uncertainties.
Logic: Utilizes probability theory and decision tree analysis to compute expected values at each decision point. It considers success and failure probabilities, investment costs, potential returns, and changes in ownership stakes due to dilution. The model helps in making informed decisions about proceeding with additional investments based on calculated expected values.
- How is information processed to achieve the computational goal?
io1
andio2
represent the outcomes of Bernoulli trials for success or failure at each investment stage. The code snippet uses@gen
to define a generative functionEV()
, whereio1
andio2
are stochastic nodes representing investment outcomes.Processing: The model employs Sequential Monte Carlo (SMC) algorithms to simulate multiple possible investment outcome sequences (traces). By sampling from the probabilistic model, it estimates expected values and probabilities of different investment paths. This simulation helps in understanding the distribution of potential returns and risks, thereby aiding in optimizing investment strategies under uncertainty. The algorithm processes the information by conditioning on previous outcomes (
io1
) to determine probabilities for subsequent stages (io2
).Angie's situation mirrors that of an entrepreneur in several ways:
The key differences are in the nature of the "product" (academic research vs. business venture) and the type of "return" sought (academic impact and collaboration vs. financial returns). However, the underlying principles of experimentation, staged development, and seeking validation from key stakeholders are very similar.
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