*Salander was at a loss. She actually was not interested in the answer. It was the process of solution that was the point. So she took a piece of paper and began scribbling figures when she read Fermat’s theorem. But she failed to find a proof for it*.

**E**nforcing a prediction made on the earlier post, I have read through the second **Millenium Trilogy** volume, Stieg Larson‘s **The Girl who played with fire **, due to a chance encounter in the convenience shop of the hotel in Benidorm. My overall impression is better than after reading **The girl with the dragon tattoo**, maybe because there are less raw cruelty scenes, maybe because the hunt-within-the-hunt plot is more compelling, maybe because the action mostly takes place in the present.

*By the time Andrew Wiles solved the puzzle in the 1990s, he had been at it for ten years using the world’s most advanced computer programme.*

**T**he book feels much more fast-paced than the previous one, it only covers a few calendar days where the police is searching for the “asocial” Lisbeth Salander, who is searching for a Russian sex-trafficker, who is himself searching for Salander! The very first bit taking place in the West Indies is completely unnecessary and does not even play a role in the rest of the novel (except to let us know that Salander was away, can face a tropical storm, seduce a teenager, and kill an abusive husband!). This volume tells us a lot about Salander’s childhood and the reasons why she and her mother ended up in psychiatric institutions. I also like how the book depicts the way the gutter press presents the worst possible picture of Salander from the very few tidbits leaked by the chief investigator (“lesbian Satanist psychopath”).

*And all of a sudden she understood. The answer was so disarmingly simple. A game with numbers that lined up and then fell into place in a simple formula that was most similar to a rebus. She gazed straight ahead as she checked the equation.*

**N**ow, the inconsistencies and implausibilities I deplored in the first volume are there to be found as well. First and foremost, Salander is again acting as a super-woman in this novel, mastering parallel financial networks and computer hacking, fashionable clothing and German and Norwegian accents, home modelling (in case you cannot access an Ikea catalogue, the book provides the whole series of references, maybe a Swedish habit of replacing e.g. bookcase by Billy, etc…) and chess playing, fighting techniques (against two Hell’s Angels, no less!) and, best of all!, number theory. I do not understand the motivations of the author for including this mathematical connection (unless maybe he thinks autists all make good mathematicians [when the opposite is closer to the truth!]) but he presumably read some piece on Andrew Wiles’ resolution of Fermat’s Theorem and decided that Salander could as well get a go at it! Hence a sequence of (rather dumb) mathematical quotes about equations and a few idiotic sentences like the ones above. It sounds like the author (or at least Salander) believes that Fermat had a complete proof of his theorem…and of course that Salander, unlike the four-century-some of mathematicians who vainly tried before her, can recover this proof! I have no competence in hacking but the tricks used by Salander to penetrate the whole police force computer network sound rather primitive and unlikely to work, even when obtaining the password from a police officer. Similarly, the fact that private detectives get incorporated within the police team with no suspicion nor limitations and that the first leak ends up with one officer being incriminated instead of a private detective does not sound plausible. The greater picture, namely that all characters are connected, is a weakness of many detective stories, but the book seems to be recycling about every useful character from the previous volume! At last, the relation between Blomkvist and Salander is not well-done, as it is very predictable in Salander being over-reacting vis-à-vis Blomkvist’s long-term relation with Erika Berger and in Blomkvist being completely unaware of this…

## Comments for València 9

Posted in Statistics, University life with tags Benidorm, comments, discussions, simulations, Valencia 9 on June 23, 2010 by xi'anFollowing discussions at CREST, we have contributed comments on the following papersBernardo, José M.(Universitat de València, Spain)Integrated objective Bayesian estimation and hypothesis testing.[discussion]Consonni, Guido(Università di Pavia, Italy)On moment priors for Bayesian model choice with applications to directed acyclic graphs.[discussion]Frühwirth-Schnatter, Sylvia(Johannes Kepler Universität Linz, Austria)Bayesian variable selection for random intercept modeling of Gaussian and non-Gaussian data.[discussion]Huber, Mark(Claremont McKenna College, USA)Using TPA for Bayesian inference.[discussion]Lopes, Hedibert(University of Chicago, USA)Particle learning for sequential Bayesian computation.[discussion]Polson, Nicholas(University of Chicago, USA)Shrink globally, act locally: Sparse Bayesian regularization and prediction.[discussion]Wilkinson, Darren(University of Newcastle, UK)Parameter inference for stochastic kinetic models of bacterial gene regulation: a Bayesian approach to systems biology.[discussion](with a possible incoming update on Mark Huber’s comments if we manage to get the simulations running in due time).

## Share:

9 Comments »