help me figure out why my latex isn't working?!
August 16, 2008 3:56 PM
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I'm learning latex by trying to write a paper in it... and it's going all awry. I'm getting a bunch of bizarre error messages when I try and add formulas ... help?!
I'm following the instructions on this page to enter mathematics mode and enter equations. So a sample few sentences of text looks something like this:
Let the one-round payoff for a cooperating trader be \rho, and let the one-round payoff for defection be \psi. For obvious reasons, $ \psi > \rho $, and let $ \phi = \psi - \rho $. We will assume a community member gets \kappa from a trade in which the trader cooperates, \lambda ($ \lambda < \kappa $) from a trade in which the trader defects. Should the community member refuse to trade with a given trader, I will assume that the community member can randomly draw another trading partner from the community at a cost of \xi.\footnote{That is, \xi represents the loss that a community member must suffer from trading with a different member of the community. Intuitively, this cost can be understood either as a loss of time, or as imperfect substitution between trading partners.} Intuitively, each payoff variable should be constrained to be positive.
When I try to run pdftex on the file, I get error messages like this:
?
[5]
! Missing $ inserted.
< inserted text >
1.70 ...nd payoff for a cooperating trader be \rho
, and let the one-round pa...
I also get error messages like this...
?
Overfull \hbox (56.50252pt too wide) in paragraph at lines 70--81
HELP? What have I done wrong here?>
posted by paultopia to computers & internet (12 comments total)
3 users marked this as a favorite
This should work:
Let the one-round payoff for a cooperating trader be $\rho$, and let the one-round payoff for defection be $\psi$. For obvious reasons, $ \psi > \rho $, and let $ \phi = \psi - \rho $. We will assume a community member gets $\kappa$ from a trade in which the trader cooperates, $\lambda$ ($ \lambda < \kappa $) from a trade in which the trader defects. Should the community member refuse to trade with a given trader, I will assume that the community member can randomly draw another trading partner from the community at a cost of $\xi$.\footnote{That is, $\xi$ represents the loss that a community member must suffer from trading with a different member of the community. Intuitively, this cost can be understood either as a loss of time, or as imperfect substitution between trading partners.} Intuitively, each payoff variable should be constrained to be positive.
posted by snownoid at 4:10 PM on August 16, 2008