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Edu4u Admin
Κυριακή, 12 Ιουνίου 2011
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«ΚΑΛΛΙΚΡΑΤΗΣ» ΣΤΗΝ ΑΝΩΤΑΤΗ ΕΚΠΑΙΔΕΥΣΗ |
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Από
τον Σεπτέμβριο και ως το τέλος του χρόνου αλλάζει και ο χάρτης της
ανώτατης εκπαίδευσης της χώρας, με τη μείωση του αριθμού των
ιδρυμάτων.Τα μεγάλα πανεπιστημιακά ιδρύματα της χώρας θα επιβιώσουν,
αλλά πολλά από τα μικρότερα θα απορροφηθούν από αυτά.
Σήμερα
στην Ελλάδα λειτουργούν 22 πανεπιστήμια και 18 ΤΕΙ με περισσότερα από
550 τμήματα. Από τον ερχόμενο Σεπτέμβριο θα έχει δρομολογηθεί το
«κλείσιμο» του 30% από αυτά. Οπως αποκαλύπτουν τα στοιχεία που έχουν
συγκεντρωθεί,στο 60% των υφιστάμενων τμημάτων παρατηρούνται
αλληλοκαλύψεις αντικειμένων. Ωστόσο συγκεκριμένες αποφάσεις για τα
«λουκέτα» που θα μπουν δεν έχουν ακόμη ληφθεί, αν και ονόματα ακούγονται
ήδη.
Αλλωστε, όπως λέει, μιλώντας στο «Βήμα», ο πρόεδρος της
ΑΔΙΠ κ. Σπ. Αμούργης, τα ελληνικά πανεπιστήμια σε μεγάλο βαθμό παράγουν
σήμερα ανέργους.«Αν όλα αυτά δεν ξεκαθαριστούν, θα υπάρξουν μελλοντικά
μεγάλα προβλήματα κατά τον καθορισμό των επαγγελματικών δικαιωμάτων με
τη σύνταξη του νέου πλαισίου επαγγελματικών προσόντων»λέει ο κ.
Αμούργης.
«Θα δημιουργηθεί ένας κυκεώνας επαγγελματικών
δικαιωμάτων αν δεν δράσουμε σύντομα»συμπληρώνει. Αναφέρει για παράδειγμα
τις δύο σχολές ΤΕΦΑΑ στη Θεσσαλονίκη και στις Σέρρες ή τη Νοσηλευτική
του Πανεπιστημίου Αθηνών, ειδικότητα που καλύπτεται εξίσου από τα ΤΕΙ
της χώρας«και δεν έχει λόγο ύπαρξης σε μια πανίσχυρη Ιατρική Σχολή, όπως
αυτή της Αθήνας». Την ίδια στιγμή λειτουργούν σε όλη τη χώρα έξι
αρχιτεκτονικές σχολές και έχει εγκριθεί η λειτουργία άλλων δύο(!), ενώ
είναι αρκετά τα τμήματα σε κοντινές πόλεις που δίνουν το ίδιο ακριβώς
πτυχίο.
«Η άποψη που υπάρχει διεθνώς είναι ότι τα πανεπιστήμια
δίνουν στους πολίτες τις ελάχιστες βασικές γνώσεις»λέει ο κ. Αμούργης.
«Ο καλός φοιτητής συνεχίζει να μετεκπαιδεύεται σε ολόκληρη τη ζωή
του»συνεχίζει.«Εμείς έχουμε χάσει την έννοια των πραγμάτων»δηλώνει. 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) 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Δευτέρα, 13 Ιουνίου 2011
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![](/Portals/0/PostPhotos/the_answer.jpg) ....Χμ, χμ! Περνώ φέτος στο Πολυτεχνείο, Μηχανολόγος στην Κοζάνη ..... και του χρόνου .... βρίσκομαι στο ΑΠΘ! ή
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