Gov2001 March 2003

gov2001@lists.gking.harvard.edu

28 participants
102 discussions

[gov2001-l] point labeling

by reeves＠fas.harvard.edu

I have a scatter plot of states and I want to label each point as the respective state. How do I do it? -- Andrew Reeves reeves(a)fas.harvard.edu 617.493.3485 tel. 301.639.8369 cell. http://people.fas.harvard.edu/~reeves/

21 years, 2 months

[gov2001-l] Matrices in Latex

by efrat＠fas.harvard.edu

Hi all, I want Latex to show multiplication of matrices, i.e. to put several matrices one next to each other, and not one under the other. How do I do that? Thanks, Asif

21 years, 2 months

[gov2001-l] Question on 2b

by lipscy＠fas.harvard.edu

on 2b, do we take the integral from 0 -> x? If so, one seems to get: y = 1-e^(-alpha*x^beta) solving for x ultimately produces: x = (ln(y-1)/alpha)^(1/beta) But since y is [0,1], ln(y-1) is undefined. Is there some way to get out of this? Thanks, Phillip. ------------------------------------------------- Phillip Y. Lipscy Perkins Hall Room #129 35 Oxford Street Cambridge, MA 02138 (617)493-4893 DORM (617)851-8220 CELL lipscy(a)fas.harvard.edu http://www.people.fas.harvard.edu/~lipscy/ First Year Student, Ph.D. Program Harvard University, FAS, Department of Government -------------------------------------------------

21 years, 2 months

[gov2001-l] 2a

by kimai＠fas.harvard.edu

yeah, that's a typo. A good find! Kosuke Quoting Traci Burch <tburch(a)fas.harvard.edu>: > For 2a: > > In Gary's lecture notes on log-likelihood of poisson, he lists the equation > > > ln L(lambda |y) = the sum of{y* lambda - lambda - ln(y!)} > > > > but how do you get that from taking ln of both sides? We get > > > > the sum of -lambda + y ln( lambda) - ln (y!) > > > > why is our center term (y ln (lambda) ) different from what gary gets, which > is y*lambda? > > > > > > Traci and Vanessa > > ----- End forwarded message -----

21 years, 2 months

[gov2001-l] 2a

by tburch＠fas.harvard.edu

This is a multi-part message in MIME format. ------=_NextPart_000_00AF_01C2E1D5.DB1DEB90 Content-Type: text/plain; charset="iso-8859-1" Content-Transfer-Encoding: quoted-printable For 2a: In Gary's lecture notes on log-likelihood of poisson, he lists the = equation=20 ln L(lambda |y) =3D the sum of{y* lambda - lambda - ln(y!)} but how do you get that from taking ln of both sides? We get the sum of -lambda + y ln( lambda) - ln (y!) why is our center term (y ln (lambda) ) different from what gary gets, = which is y*lambda? =20 Traci and Vanessa ------=_NextPart_000_00AF_01C2E1D5.DB1DEB90 Content-Type: text/html; charset="iso-8859-1" Content-Transfer-Encoding: quoted-printable <!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN"> <HTML><HEAD> <META http-equiv=3DContent-Type content=3D"text/html; = charset=3Diso-8859-1"> <META content=3D"MSHTML 6.00.2719.2200" name=3DGENERATOR> <STYLE></STYLE> </HEAD> <BODY bgColor=3D#ffffff> <DIV>For 2a:</DIV> <DIV> </DIV> <DIV>In Gary's lecture notes on = log-likelihood of=20 poisson, he lists the equation </DIV> <DIV> </DIV> <DIV> ln L<FONT=20 face=3DEUFM10>(lambda <FONT=20 face=3DEUSM10>|y) = =3D the sum=20 of{y*=20 lambda - = lambda<FONT=20 face=3DEURM10> - ln<FONT=20 face=3DEUFM10>(y!)<FONT=20 face=3DEUSM10>}   but how = do you get that=20 from taking ln of both sides?  We get   the sum = of -lambda + y=20 ln( lambda) - ln (y!)   why is = our center term=20 (y ln (lambda) ) different from what gary gets, which is y*lambda?  =     Traci = and=20 Vanessa</DIV></BODY></HTML> ------=_NextPart_000_00AF_01C2E1D5.DB1DEB90--

21 years, 2 months

[gov2001-l] contour plot

by mjang＠fas.harvard.edu

How do we adjust the min and max values of the x and y axis for the contour plot? ~mee-jung

21 years, 2 months

[gov2001-l] back to 1(a)

by olau＠fas.harvard.edu

Hi, Kosuke, Another basic math question: On 1(a), I'm taking a draw of length n from the normal distribution to get Z, then another draw from the normal distribution to get W. In the context of the first sentence (which states that X is a k x 1 vector), does this mean that X is (Z-W, Z+W), such that each element of X is a 1xn vector and that X is a kxn vector? Thanks, Olivia. p.s. -- Do you know of a basic math couse I could audit in conjunction with Gov2001?

21 years, 2 months

[gov2001-l] 2(a)

by olau＠fas.harvard.edu

Kosuke, I'm not clear on 2(a). When you say "plot the log liklihood function using the Poisson distribution", are you asking us to plot log (pr(lambda | Y))? Where pr(lambda | Y) = k(Y) * pr(Y | lambda) and pr(Y | lambda) is distributed according to poisson(Y | lambda), with unknown lambda, which makes: pr(lambda-hat | Y) [proportional to] pois(Y | lambda-given) where lambda-give is the mean of Y? Am I interpreting the likelihood function correctly? Thanks, Olivia.

21 years, 2 months

[gov2001-l] back to basics: Question 1(b)

by olau＠fas.harvard.edu

Kosuke, Isn't the density function for Weibull distirubtion an exponential function when *beta* = 1? The problem set says alpha, but that doesn't seem to make sense to me with the equation you have. Thanks, Olivia.

21 years, 2 months

[gov2001-l] question 2b

by mjang＠fas.harvard.edu

This message is in MIME format. The first part should be readable text, while the remaining parts are likely unreadable without MIME-aware tools. 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21 years, 2 months

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Gov2001 March 2003