Παρασκευή 4 Ιανουαρίου 2013

"Ο μέτοικος και η συμμετρία"


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

"Ο μέτοικος και η συμμετρία" θα μας ταξιδέψει από το Αντάπαζαρ της Μικρασίας στην Ιταλία του μεσοπολέμου, στην Ισπανία του Εμφυλίου και, τέλος, στη Γαλλία της Κατοχής και της Αντίστασης. Ο κεντρικός του ήρωας θα γνωριστεί με σημαντικές προσωπικότητες του εικοστού αιώνα, όπως ο χαράκτης Έσερ και ο μαθηματικός Αλεξάντρ Γκρόθεντικ, με τους οποίους μοιράζεται το πάθος για τη συμμετρία, την οποία ο καθένας τους αντιλαμβάνεται με διαφορετικό τρόπο. Θα γνωρίσει από κοντά και θα διαβάσει με κριτική ματιά το κίνημα των Μπουρμπακί, το σημαντικότερο ίσως μαθηματικό ρεύμα του καιρού μας, και σίγουρα αυτό που άσκησε τη μεγαλύτερη επίδραση. Θα χρησιμοποιήσει τον μαθηματικό ορθολογισμό ως εργαλείο ανάλυσης ιστορικών γεγονότων, πολιτιστικών ρευμάτων, αλλά και φαινομένων της καθημερινότητας. Στο νέο μυθιστόρημα του Τεύκρου Μιχαηλίδη, οι μυθοπλαστικοί χαρακτήρες και τα ιστορικά πρόσωπα συναντιούνται και αλληλεπιδρούν, χτίζοντας μια ιστορία που θα μπορούσε να διαβαστεί και ως ένα χρονικό του εικοστού αιώνα.


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