<p>This question is with reference to the paper 'Efficient Trade with Interdependent Values' by Marek Pycia and Peng Wang,2015(<a href="http://pycia.bol.ucla.edu/pycia-wang-interdependent-trade.pdf" rel="nofollow noreferrer">See here</a>).</p>

<p>At page no. 4 of the paper, the authors describe <span class="math-container">$v_i$</span> as the private signal observed by each agent. Are these signals i.i.d random variables (the paper says that the signals are drawn independently from the same distribution <span class="math-container">$F$</span>, I'm not sure whether it translates to the i.i.d case or not)?</p>

<p>Also, it is given that the agents report their private signals. So, as far as calculating the transfer and allocation profile for the mechanism is considered, wouldn't it be more relevant if the valuations are submitted instead of the private signals?</p>

CC BY-SA 4.0
2019-09-17T21:57:27.267Z
Can anyone help me with this question?
superhulk
CC BY-SA 4.0
2019-09-30T17:55:00.997Z
Yes, the $v_i$ are i.i.d. Regarding your second question, the players cannot report their valuation as their valuation depends on others' private signals (which they don't know). So the only thing they can report is their own signal.
Oliv
<mathematical-economics><self-study><mechanism-design>
Questions regarding 'Efficient Trade with Interdependent Values' by Marek Pycia and Peng Wang,2015
superhulk
# Questions regarding 'Efficient Trade with Interdependent Values' by Marek Pycia and Peng Wang,2015

(Asked by: username_0 on 2019-09-16)

This question is with reference to the paper 'Efficient Trade with Interdependent Values' by Marek Pycia and Peng Wang,2015([See here](http://pycia.bol.ucla.edu/pycia-wang-interdependent-trade.pdf)).

At page no. 4 of the paper, the authors describe $v\_i$ as the private signal observed by each agent. Are these signals i.i.d random variables (the paper says that the signals are drawn independently from the same distribution $F$, I'm not sure whether it translates to the i.i.d case or not)?

Also, it is given that the agents report their private signals. So, as far as calculating the transfer and allocation profile for the mechanism is considered, wouldn't it be more relevant if the valuations are submitted instead of the private signals?

**Tags:** mathematical-economics, self-study, mechanism-design
> **Comments:**
> **username_0**: Can anyone help me with this question?  
> **username_1**: Yes, the $v_i$ are i.i.d. Regarding your second question, the players cannot report their valuation as their valuation depends on others' private signals (which they don't know). So the only thing they can report is their own signal.  

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