Επίσκεψη Λαβρόφ - Τι πρέπει να περιμένει η Αθήνα από την Μόσχα;

<div class="separator" style="clear: both; text-align: center;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRRL32dW9Y8iKRxuVPhkpbyToayPTd72zQy7QTuYm_DNBQ72_U7V1pPzzXIvzSVQTO1rPWXd2d917qw0kUyIq6OOhFjElMYlwsQeXduNVhyphenhyphens3qgIyFBiwhmOnUjbzNHHBGfCmlKlUsaH5o/s1600/%25CE%259D.%25CE%259A%25CE%25BF%25CF%2584%25CE%25B6%25CE%25B9%25CE%25AC%25CF%2582.+%25C2%25AB%25CE%25A4%25CE%25B1+%25CF%2583%25CF%258D%25CE%25BD%25CE%25BF%25CF%2581%25CE%25B1+%25CF%2584%25CE%25B7%25CF%2582+%25CE%25B5%25CE%25BB%25CE%25BB%25CE%25B7%25CE%25BD%25CE%25B9%25CE%25BA%25CE%25AE%25CF%2582+%25CE%25BA%25CE%25B1%25CF%2581%25CE%25B4%25CE%25B9%25CE%25AC%25CF%2582+%25CF%2586%25CF%2584%25CE%25AC%25CE%25BD%25CE%25BF%25CF%2585%25CE%25BD+%25CE%25BC%25CE%25AD%25CF%2587%25CF%2581%25CE%25B9+%25CF%2584%25CE%25B7%25CE%25BD+%25CE%2599%25CE%25BD%25CE%25B4%25CE%25AF%25CE%25B1%25C2%25BB.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRRL32dW9Y8iKRxuVPhkpbyToayPTd72zQy7QTuYm_DNBQ72_U7V1pPzzXIvzSVQTO1rPWXd2d917qw0kUyIq6OOhFjElMYlwsQeXduNVhyphenhyphens3qgIyFBiwhmOnUjbzNHHBGfCmlKlUsaH5o/s640/%25CE%259D.%25CE%259A%25CE%25BF%25CF%2584%25CE%25B6%25CE%25B9%25CE%25AC%25CF%2582.+%25C2%25AB%25CE%25A4%25CE%25B1+%25CF%2583%25CF%258D%25CE%25BD%25CE%25BF%25CF%2581%25CE%25B1+%25CF%2584%25CE%25B7%25CF%2582+%25CE%25B5%25CE%25BB%25CE%25BB%25CE%25B7%25CE%25BD%25CE%25B9%25CE%25BA%25CE%25AE%25CF%2582+%25CE%25BA%25CE%25B1%25CF%2581%25CE%25B4%25CE%25B9%25CE%25AC%25CF%2582+%25CF%2586%25CF%2584%25CE%25AC%25CE%25BD%25CE%25BF%25CF%2585%25CE%25BD+%25CE%25BC%25CE%25AD%25CF%2587%25CF%2581%25CE%25B9+%25CF%2584%25CE%25B7%25CE%25BD+%25CE%2599%25CE%25BD%25CE%25B4%25CE%25AF%25CE%25B1%25C2%25BB.jpg" width="640" /></a></div> <br />Γεωργιος Φίλης<br />Η επίσκεψη του υπουργού Εξωτερικών της Ρωσίας Σεργκέι Λαβρόφ στην Ελλάδα συμπίπτει με μία κρίσιμη γεωπολιτική συγκυρία η οποία δημιουργεί τις προϋποθέσεις για ανακατατάξεις πρώτου μεγέθους, σε ολόκληρο τον χώρο όπως αυτός ορίζεται από τον υδάτινο άξονα Μαύρη Θάλασσα-Στενά-Αιγαίο-Ανατολική Μεσόγειος.<br /> <br />Την περίοδο που διανύουμε διάφοροι κρατικοί και μη-κρατικοί γεωπολιτικοί δρώντες, είναι άμεσα εμπλεκόμενοι σε έναν ανταγωνισμό που έχει προ πολλού ξεφύγει από τα στενά πλαίσια μίας πολιτικής σύγκρουσης συμφερόντων και έχει μετεξελιχτεί σε έναν περίτεχνο «χορό θανάτου» και γεωπολιτικού εκμηδενισμού του αντιπάλου.<br /> <br />Κρατικοί δρώντες όπως η Συρία, το Ιράκ και η Ουκρανία δεν πρόκειται ποτέ να είναι ίδιοι. <br />Μη-κρατικοί γεωπολιτικοί δρώντες, όπως το Νταές, η Χεσμπολλά του Λιβάνου αλλά και οι διάφορες κουρδικές πολιτικές -de facto ημιανεξάρτητες- οντότητες συγκρούονται σε ένα πεδίο το οποίο αναλόγως με τις εξελίξεις θα επηρεάσει άμεσα και άλλες χώρες όπως την Τουρκία, το Ισραήλ, τον Λίβανο, την Κύπρο και την Ελλάδα.<br /> <br />Μέσα στο συγκεκριμένο γεωπολιτικό πλαίσιο οι μεγάλες δυνάμεις αγωνίζονται -με όρους θερμής σύγκρουσης, δια αντιπροσώπων κυρίως- για επιρροή των ιδίων και «άρνηση» του χώρου στον αντίπαλο.<br /> <br />Μεταξύ τους η Ρωσία και οι ΗΠΑ, έχουν αναπτύξει μία αμφιλεγόμενη σχέση ανταγωνισμού και συνεργασίας στο μέτωπο της Συρίας κυρίως, ενώ η κάθε μία προσπαθεί να προσεγγίσει σημαντικές χώρες από την «σφαίρα επιρροής» του αντιπάλου. <br />Η σχέση –τακτικής υφής- μεταξύ της Ρωσίας με την Τουρκία όπως τουλάχιστον έχει αναπτυχθεί από τον Ιούλιο και ύστερα αποτελεί ένα ενδεικτικό παράδειγμα της σημερινής «κινητικότητας» των διαφόρων γεωπολιτικών δρώντων.<br /> <br />Η προσπάθεια των ΗΠΑ και της δύσης γενικότερα στο να «αποσπαστεί» η Ουκρανία από το άρμα της Μόσχας αποτελεί ένα παράδειγμα από την άλλη πλευρά.<br />Μέσα στο συγκεκριμένο πλαίσιο η Ελλάδα φαίνεται πως αποτελεί το επίκεντρο του ενδιαφέροντος και των δύο δυνάμεων.<br /> <br />Η άφιξη του Σεργκέι Λαβρόφ, η οποία υπογραμμίζει το ενδιαφέρον του Κρεμλίνου για τα τεκταινόμενα στην Αθήνα αλλά και η πρώτη επίσκεψη αμερικανού προέδρου –μετά το 1999- σε δύο εβδομάδες θέτει την χώρα στο επίκεντρο του παγκόσμιου ενδιαφέροντος.<br /> <br />Οι λόγοι της παρουσίας των υψηλών καλεσμένων μας στην χώρα έχουν άμεση σχέση με τις γεωοικονομικές και γεωπολιτικές εξελίξεις στην ευρύτερη περιφέρειά μας και όχι μόνο.<br />Αναφορικά με την επίσκεψη το Ρώσου επισήμου στην Ελλάδα το ερώτημα που τίθεται είναι το τι θα μπορούσαμε να αναμένουμε από την παρουσία του στην Αθήνα.<br /> <br />Η πλέον ενδεικτική απάντηση για το θέμα θα μπορούσε να είναι η εξής: Πολλά και τίποτα!<br />Πολλά διότι η ευρύτερη συγκυρία προϊδεάζει σε μία ρωσική «κάθοδο» -κυριολεκτική και μεταφορική- στις «θερμές θάλασσες».<br /> <br />Μονάδες του ρωσικού στόλου κατευθύνονται προς τη Συρία, οι χώρες του ΝΑΤΟ μέχρι στιγμής έχουν αρνηθεί τον ελλιμενισμό των σκαφών αυτών στα λιμάνια τους, ενώ είναι πλέον ξεκάθαρο πως η ομάδα μάχης του αεροπλανοφόρου «Ναύαρχος Κουζνέτσοφ» έρχεται στην περιοχή για να βοηθήσει στο «end game» στο Χαλέπι.<br /> <br />Έτσι, η Μόσχα βρίσκει την ευκαιρία να προχωρήσει σε μία επίδειξη ισχύος στην περιοχή και να αποταθεί στο «συναίσθημα» των Ελλήνων αναφορικά με το «Ξανθό Γένος».<br /> <br />Οι εκδηλώσεις αυτές τις ημέρες στα πλαίσια του Ελληνο-ρωσικού φόρουμ δεν έχουν να κάνουν μόνο με εκθέσεις φωτογραφίας, κοινές λειτουργίες και προβολές ρωσικών ταινιών. <br />Τα επιστημονικά συνέδρια έχουν ως κύριο άξονα τις συζητήσεις αναφορικά με την γεωπολιτική κατάσταση στην περιοχή αλλά και την ενεργειακή ασφάλεια.<br /> <br />Υπό αυτή την έννοια η επίσκεψη του Σεργκέι Λαβρόφ θα πρέπει να μας «λέει πολλά».<br />Όμως, εάν κάποιος αναφερθεί στις επίσημες αναφορές των Ρώσων για την επίσκεψη του αρχηγού της διπλωματίας τους στην Αθήνα θα διαπιστώσει πως γίνονται αναφορές μόνο στους πολιτιστικούς, ιστορικούς και οικονομικούς δεσμούς των δύο λαών, χωρίς να υπάρχει νύξη για κάτι το ποιο προωθημένο.<br /> <br />Είναι προφανές πως η Μόσχα είναι πολύ προσεχτική για το θέμα αφού τη συγκεκριμένη στιγμή δεν θα ήθελε να δημιουργήσει –περεταίρω- τριβές με τη Δύση αναφορικά με μία χώρα κομβική τόσο για τους Αμερικανικούς-ΝΑΤΟικους σχεδιασμούς όσο και για τις Γερμανικές-Ευρωπαϊκές επιδιώξεις. <br />Με άλλα λόγια, η Ρωσία αναφορικά με τις σχέσεις της με την Ελλάδα αρέσκεται στο να αφήνει «υπονοούμενα» για το τι προβλήματα θα μπορούσε μέσω αυτής να δημιουργήσει για τη Δύση. <br />Οι Έλληνες από την πλευρά τους βασιζόμενοι στη φυσική-ιστορική συμπάθεια προς τους Ρώσους και απογοητευμένοι με τους έως σήμερα συμμάχους τους μάλλον –κατά ένα μεγάλο ποσοστό- δεν θα είχαν αντίρρηση για έναν γεωπολιτικό αναπροσανατολισμό της Ελλάδας προς την Ρωσία. <br />Όμως όπως προαναφέρθηκε η Ρωσία δεν είναι σίγουρο πως επιζητά πραγματικά κάτι τέτοιο, ή για να τεθεί το θέμα ορθά δεν είναι σίγουρο πως το θέλει για τον παρόντα τουλάχιστον χρόνο, όσο δηλαδή οι σχέσεις της με την Δύση δεν έχουν διαρραγεί πλήρως.<br /> <br />Υπό τη συγκεκριμένη οπτική η Ελλάδα δεν θα πρέπει να αναμένει τίποτα το εντυπωσιακό από την Ρωσία.<br /> <br />Πέραν της όλης παραφιλολογίας που έχει αναπτυχθεί για τις «μαγικές» ικανότητες της Ρωσίας και του ηγέτη αυτής, μία ορθολογική ανάλυση των κινήσεων και των πεπραγμένων του Βλαδίμιρου Πούτιν εξάγει το συμπέρασμα πως ο Ρώσος ηγέτης, παιδί του Ψυχρού Πολέμου, είναι θιασώτης τη έννοιας της ισορροπίας δυνάμεων, των σφαιρών επιρροής και των κινήσεων οι οποίες σκοπό έχουν να δημιουργήσουν έναν πολύ-πολικό κόσμο.<br /> <br />Μέσα στο συγκεκριμένο πλαίσιο, η προσέγγιση της Ρωσίας με την Ελλάδα εκτιμάται πως δεν πρόκειται και δεν μπορεί να υπερβεί κάποια όρια. Η ίδια η Ρωσία φαίνεται πως δεν έχει τη διάθεση για θεαματικές κινήσεις αναφορικά με την Αθήνα την οποία και πιστώνει στο «Δυτικό στρατόπεδο», με τις απαραίτητες «υποσημειώσεις» βέβαια.<br /> <br />Προς επίρρωση των παραπάνω παρατηρήσεων και της εν γένει παρουσίας της Ρωσίας στη διεθνή κονίστρα η τοποθέτηση του Σ. Κότκιν, καθηγητή Ιστορίας & Διεθνών Ζητημάτων του πανεπιστημίου Πρίνστον, αποτελεί μία ρεαλιστική προσέγγιση η οποία θα πρέπει να ληφθεί σοβαρότατα υπόψη από τους σχεδιαστές στρατηγικής της χώρας μας. <br />«Η Ρωσία σήμερα» υπογραμμίζει ο καθ. Κότκιν «δεν είναι μία επαναστατική δύναμη που απειλεί να καταστρέψει την διεθνή τάξη.<br /> <br />Η Μόσχα λειτουργεί μέσα στη γνώριμη σχολή σκέψης των διεθνών σχέσεων αυτή των μεγάλων δυνάμεων, η οποία θέτει ως προτεραιότητα τις κινήσεις των κρατών έναντι της ηθικής, που θεωρεί πως η σύγκρουση αποτελεί μία νομοτέλεια, που λαμβάνει υπόψη της την υπεροχή της σκληρής ισχύος και την κυνικότητα των κινήτρων των άλλων δρώντων.<br /> <br />Σε μερικές περιοχές και σε μερικές περιπτώσεις η Ρωσία έχει την δυνατότητα να εναντιωθεί στα συμφέροντα των ΗΠΑ, αλλά δεν είναι σε θέση ούτε από απόσταση να δημιουργήσει το επίπεδο απειλής της ΕΣΣΔ, έτσι δεν υπάρχει καμία ανάγκη να αντιδράσουμε απέναντί της με έναν νέο Ψυχρό Πόλεμο»<br />Μέσα στο συγκεκριμένο πλαίσιο η Ελλάδα αναφορικά με τις σχέσεις της με την Ρωσία θα πρέπει να έχει στο νου της δύο πράγματα.<br /> <br />Πρώτον, η Ρωσία ως «συστημικός» παίχτης του γεωπολιτικού παιγνίου δεν έχει σκοπό να «τινάξει τη μπάνκα στον αέρα», τουλάχιστον όχι μέχρι και εάν υπάρξει πλήρης διάρρηξη των σχέσεών της με τη δύση.<br /> <br />Δεύτερον, η Ελλάδα θα πρέπει να αντιληφθεί έναν σημαντικό κίνδυνο που ελλοχεύει στις σχέσεις της με την Ρωσία. <br />H Μόσχα όπως κάθε άλλη μεγάλη δύναμη χρησιμοποιεί τις μικρότερες δυνάμεις κατά το δοκούν και με βάση τα συμφέροντά της.<br /> <br />Η Ελλάδα θα πρέπει να προσέξει να μην βρεθεί -μέσω υποσχέσεων ή/και εσφαλμένων, συναισθηματικών, εκτιμήσεων- στην θέση που βρέθηκε η Ουκρανία πριν από δύο έτη ή η Γεωργία πριν οχτώ έτη όταν θεωρώντας πως η Δύση θα σταθεί αποφασιστικά δίπλα τους οδήγησαν την κατάσταση σε ευθεία σύγκρουση με τη Μόσχα, με όλα τα συνεπακόλουθα και για τους δύο. <br />Η Ελλάδα δεν πρέπει και για κανέναν λόγο να επιτρέψει στον εαυτό της να «χρησιμοποιηθεί» από τη Ρωσία εναντίον της Δύσης όπως η Δύση «χρησιμοποίησε» την Ουκρανία και την Γεωργία εναντίον της Ρωσίας.<br /> <br />Η σχέση και τα όρια αυτής θα πρέπει να τεθούν με ακρίβεια και να είναι ξεκάθαρα για όλες τις πλευρές.<br /><br /><i><b>*Ο κ. Γεώργιος Φίλης είναι διδάκτωρ Γεωπολιτικής (Durham University, UK), Αναπληρωτής Καθηγητής Ευρωπαϊκών Υποθέσεων στο τμήμα Διεθνών Επιχειρήσεων του DEREE – The American College of Greece και μέλος του Institute of Diplomacy & Global Affairs (DEREE) καθώς και του Ινστιτούτου Αναλύσεων Ασφάλειας & Άμυνας</b></i><br /> <br /> <a href="http://worldenergynews.gr/" target="_blank">πηγή </a><br /> <br /> <br /> <br /> Οι απόψεις του ιστολογίου μπορεί να μην συμπίπτουν με τα περιεχόμενα του άρθρου.

Επίσκεψη Λαβρόφ - Τι πρέπει να περιμένει η Αθήνα από την Μόσχα;

Γεωργιος Φίλης Η επίσκεψη του υπουργού Εξωτερικών της Ρωσίας Σεργκέι Λαβρόφ στην Ελλάδα συμπίπτει με μία κρίσιμη γεωπολιτική συγκυρία η οπ...

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Ελληνικές Ένοπλες Δυνάμεις: Επτά στρατηγικά και τακτικά θέματα που χρειάζονται απάντηση

<div class="separator" style="clear: both; text-align: center;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRJGQo29qd2EL-dQlLa16-h5QQLYVtfNx90XlkTx8k7qfNBK6-0_Yk6kmTNNEjbhb7hIVwXij7arvEhjF88hVwMdEISL6RMn4qtDjAkAwbX6l5Lxbf57juoqEtpmziUGWfWl1k_agVh8rr/s1600/%25CE%2595%25CE%25BB%25CE%25BB%25CE%25B7%25CE%25BD%25CE%25B9%25CE%25BA%25CE%25AD%25CF%2582+%25CE%2588%25CE%25BD%25CE%25BF%25CF%2580%25CE%25BB%25CE%25B5%25CF%2582+%25CE%2594%25CF%2585%25CE%25BD%25CE%25AC%25CE%25BC%25CE%25B5%25CE%25B9%25CF%2582.+%25CE%2595%25CF%2580%25CF%2584%25CE%25AC+%25CF%2583%25CF%2584%25CF%2581%25CE%25B1%25CF%2584%25CE%25B7%25CE%25B3%25CE%25B9%25CE%25BA%25CE%25AC+%25CE%25BA%25CE%25B1%25CE%25B9+%25CF%2584%25CE%25B1%25CE%25BA%25CF%2584%25CE%25B9%25CE%25BA%25CE%25AC+%25CE%25B8%25CE%25AD%25CE%25BC%25CE%25B1%25CF%2584%25CE%25B1+%25CF%2580%25CE%25BF%25CF%2585+%25CF%2587%25CF%2581%25CE%25B5%25CE%25B9%25CE%25AC%25CE%25B6%25CE%25BF%25CE%25BD%25CF%2584%25CE%25B1%25CE%25B9+%25CE%25B1%25CF%2580%25CE%25AC%25CE%25BD%25CF%2584%25CE%25B7%25CF%2583%25CE%25B7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="326" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRJGQo29qd2EL-dQlLa16-h5QQLYVtfNx90XlkTx8k7qfNBK6-0_Yk6kmTNNEjbhb7hIVwXij7arvEhjF88hVwMdEISL6RMn4qtDjAkAwbX6l5Lxbf57juoqEtpmziUGWfWl1k_agVh8rr/s640/%25CE%2595%25CE%25BB%25CE%25BB%25CE%25B7%25CE%25BD%25CE%25B9%25CE%25BA%25CE%25AD%25CF%2582+%25CE%2588%25CE%25BD%25CE%25BF%25CF%2580%25CE%25BB%25CE%25B5%25CF%2582+%25CE%2594%25CF%2585%25CE%25BD%25CE%25AC%25CE%25BC%25CE%25B5%25CE%25B9%25CF%2582.+%25CE%2595%25CF%2580%25CF%2584%25CE%25AC+%25CF%2583%25CF%2584%25CF%2581%25CE%25B1%25CF%2584%25CE%25B7%25CE%25B3%25CE%25B9%25CE%25BA%25CE%25AC+%25CE%25BA%25CE%25B1%25CE%25B9+%25CF%2584%25CE%25B1%25CE%25BA%25CF%2584%25CE%25B9%25CE%25BA%25CE%25AC+%25CE%25B8%25CE%25AD%25CE%25BC%25CE%25B1%25CF%2584%25CE%25B1+%25CF%2580%25CE%25BF%25CF%2585+%25CF%2587%25CF%2581%25CE%25B5%25CE%25B9%25CE%25AC%25CE%25B6%25CE%25BF%25CE%25BD%25CF%2584%25CE%25B1%25CE%25B9+%25CE%25B1%25CF%2580%25CE%25AC%25CE%25BD%25CF%2584%25CE%25B7%25CF%2583%25CE%25B7.jpg" width="640" /></a></div> <div style="text-align: justify;"> <br /></div> <div style="text-align: justify;"> <strong>Του Δημήτρη Τσαϊλά*</strong></div> <div style="text-align: justify;"> Πρόσφατα περιστατικά ασφαλείας στο χώρο του Αιγαίου αλλά και στη Μεσόγειο, πλησίον του συμπλέγματος του Καστελορίζου επέστησαν την προσοχή της χώρας μας πίσω αυτά τα εκρηκτικά μέτωπα. Σε αυτά τα δύο μέτωπα καλούνται οι Ελληνικές Ένοπλες Δυνάμεις να αντιμετωπίζουν την αναθεωρητική πολιτική των Τούρκων.</div> <div style="text-align: justify;"> <br /></div> <div style="text-align: justify;"> Παρά την έλλειψη ενδιαφέροντος για κλιμάκωση εκ μέρους και των δύο ενδιαφερομένων μερών, μια υποβάθμιση της αποτρεπτικής μας ισχύος και στα δύο μέτωπα θα μπορούσε να οδηγήσει σε ένα ξέσπασμα σημειακών κρίσεων μέχρι και εχθροπραξιών.</div> <div style="text-align: justify;"> <br /></div> <div style="text-align: justify;"> Ζωτικό συμφέρον της Ελλάδας είναι η ασφάλεια και ηρεμία στα σύνορά μας. Η Άγκυρα δεν έχει παραιτηθεί από την πρόθεση να αναθεωρηθούν οι συνθήκες που καθορίζουν τα σημερινά σύνορα εις βάρος μας, και θεωρούν τη στρατιωτική σύγκρουση ως κεντρικό άξονα προς την επίτευξη αυτού του στόχου, εφ όσον πολιτικά δεν είναι δυνατό να επιτευχθεί. Αυτός είναι ο σοβαρός λόγος που απαιτείται ισχυρή αποτρεπτική ισχύς.</div> <div style="text-align: justify;"> <br /></div> <div style="text-align: justify;"> Ωστόσο, σε περίπτωση που συρθούμε σε μια σύγκρουση στο Αιγαίο ή τη Μεσόγειο, η Ελλάς πρέπει να είναι προετοιμασμένη με σύνεση και επιμέλεια, σε αντίθεση με την εμπειρία της τελευταίας κρίσης των Ιμίων.</div> <div style="text-align: justify;"> <br /></div> <img alt="" height="426" 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" style="display: block; margin-left: auto; margin-right: auto;" width="640" /><br /> <div style="text-align: justify;"> <br /></div> <div style="text-align: justify;"> Έτσι, πριν από την είσοδο σε στρατιωτική αντιπαράθεση σε κάποια από αυτές τις αρένες, η πολιτική ηγεσία της Ελλάδας και οι Ένοπλες Δυνάμεις πρέπει να μελετήσουν και να αποσαφηνίσουν τα ακόλουθα στρατηγικά και τακτικά θέματα.</div> <ol style="text-align: justify;"> <li>Τι στρατηγικό σκοπό επιδιώκουμε να επιτύχουμε, και ποιες είναι οι συνέπειες κάθε εναλλακτικής λύσης;</li> <li>Ποια είναι η κύρια δύναμη για την επίτευξη αυτού του στόχου - άμεσα ή έμμεσα;</li> <li>Πώς μπορεί να μειωθεί η τουρκική προκλητικότητα, και ποιοι είναι οι μηχανισμοί για να την καταγγείλουν;</li> <li>Πώς μια πολιτική εκστρατεία να διεξαχθεί σε διεθνές και περιφερειακό επίπεδο; Στο πλαίσιο αυτό: οι διεθνείς και περιφερειακοί παράγοντες πρέπει να παρεμβαίνουν (απειλές, κυρώσεις, ή ακόμα και στρατιωτική εμπλοκή); Πώς μπορούν οι διεθνείς και περιφερειακοί παράγοντες να αξιοποιηθούν για να μειώσουν την τουρκική προκλητικότητα;</li> <li>Ποια είναι η σωστή χρονική στιγμή για πολιτική και στρατιωτική κινητικότητα; Μπορεί να διεξαχθεί ένα προληπτικό κτύπημα, ή τουλάχιστον μπορεί να δημιουργηθεί μια τακτική αιφνιδιασμού που θα μπορούσε να οδηγήσει σε σημαντικά επιτεύγματα από την αρχή;</li> <li>Ποια είναι η ποιότητα και το επίπεδο των υπηρεσιών πληροφοριών σχετικά με τις δυνατότητες και τις προθέσεις του εχθρού;</li> <li>Ποιοι είναι οι κίνδυνοι ότι ένα δεύτερο μέτωπο θα μπορούσε να ανοίξει ταυτόχρονα, και πώς μπορούμε να προπαρασκευάσουμε αυτή τη δυνατότητα;</li> </ol> <div style="text-align: justify;"> Κάθε ένα από αυτά τα θέματα απαιτεί συζητήσεις σε βάθος από το ΚΥΣΕΑ που θα πρέπει να διεξαχθούν πριν και όχι κατά τη διάρκεια ή μετά τις συγκρούσεις μπροστά από μια εξεταστική επιτροπή. Μία υπεύθυνη ηγεσία χρειάζεται να επιλέξει τη σωστή και κατάλληλη χρονική στιγμή για αποφάσεις, και να μην αφήσουμε ανεξέλεγκτη την κλιμάκωση που θα υπαγορεύει το χρονοδιάγραμμα και η διεξαγωγή των επιχειρήσεων.</div> <div style="text-align: justify;"> <br /></div> <div style="text-align: justify;"> Αν η Ελλάδα είναι μοιραίο να συρθεί σε μια σύγκρουση, θα πρέπει να προετοιμαστούμε με σύνεση και επιμέλεια, σε αντίθεση με τη μέχρι τώρα συμπεριφορά μας.</div> <div style="text-align: justify;"> <br /></div> <div style="text-align: justify;"> <em><strong>* Ο κ. Τσαϊλάς είναι Υποναύαρχος ΠΝ ε.α.</strong></em></div> <br /> <a href="http://www.liberal.gr/" target="_blank">πηγή </a><br /> <br /> <br /> Οι απόψεις του ιστολογίου μπορεί να μην συμπίπτουν με τα περιεχόμενα του άρθρου.

Ελληνικές Ένοπλες Δυνάμεις: Επτά στρατηγικά και τακτικά θέματα που χρειάζονται απάντηση

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