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José Hdz. Stgo.
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I seem to remeberremember written or said somewhere that at some point ThrustonThurston decided to stop to writewriting down his theorems in order not to repellrepel mathematicians from his field (maybe this is not correct?). I am really curious if now 25-30 years later there is some nice source, book, or notes, where it is possible to learn some basic ideas about the proof of the fact that Haken manifolds admit a hyperbolic strucutrestructure? Maybe some of his ideas got a more accesibleaccessible explanation? Of course his beautifullbeautiful notes http://www.msri.org/publications/books/gt3m/ exist, but they don't go so far.

I seem to remeber written or said somewhere that at some point Thruston decided to stop to write down his theorems in order not to repell mathematicians from his field (maybe this is not correct?). I am really curious if now 25-30 years later there is some nice source, book, or notes, where it is possible to learn some basic ideas about the proof of the fact that Haken manifolds admit a hyperbolic strucutre? Maybe some of his ideas got a more accesible explanation? Of course his beautifull notes http://www.msri.org/publications/books/gt3m/ exist, but they don't go so far.

I seem to remember written or said somewhere that at some point Thurston decided to stop writing down his theorems in order not to repel mathematicians from his field (maybe this is not correct?). I am really curious if now 25-30 years later there is some nice source, book, or notes, where it is possible to learn some basic ideas about the proof of the fact that Haken manifolds admit a hyperbolic structure? Maybe some of his ideas got a more accessible explanation? Of course his beautiful notes http://www.msri.org/publications/books/gt3m/ exist, but they don't go so far.

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Dmitri Panov
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The work of Thurston

I seem to remeber written or said somewhere that at some point Thruston decided to stop to write down his theorems in order not to repell mathematicians from his field (maybe this is not correct?). I am really curious if now 25-30 years later there is some nice source, book, or notes, where it is possible to learn some basic ideas about the proof of the fact that Haken manifolds admit a hyperbolic strucutre? Maybe some of his ideas got a more accesible explanation? Of course his beautifull notes http://www.msri.org/publications/books/gt3m/ exist, but they don't go so far.