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)
Το σεμινάριο περιλαμβάνει εκπαίδευση σε θέματα Στρατηγικής, Διαδικασιών, Οικονομικών των προμηθειών και Διαπραγματεύσεων.
Δυνατότητα για απόκτηση της Ευρωπαϊκής Πιστοποίησης ELA στις Προμήθειες
Σκοπός της εκπαίδευσης
- Να ενισχύσει τις ικανότητες των στελεχών της Διεύθυνσης Προμηθειών και να αυξήσει την αποδοτικότητά τους
- Να βελτιώσει τη ροή της εργασίας και να μειώσει το χρόνο ανταπόκρισης στις παραγγελίες
- Να αυξήσει την αποτελεσματικότητα και την αποδοτικότητα των στελεχών
- Να μειώσει το φόρτο εργασίας από χαμηλής αξίας εργασίες
- Να βοηθήσει στο να επιτυγχάνονται περισσότερα αποτελέσματα προς όφελος του Οργανισμού, ανοίγοντας τη «μεγάλη εικόνα» στα στελέχη προμηθειών
Εισηγητής
Κώστας Θεοφανίδης
- τ. Διευθυντής πετρελαϊκών εταιριών
- τ. Πρόεδρος ΠΣΣΑΜΕΕ
- Πιστοποιημένος Εκπαιδευτής για την Διεθνή πιστοποίηση Project Management - IPMA
- Πιστοποιημένος Εκπαιδευτής για την Διεθνή πιστοποίηση Logistics – ELA
- Εισηγητής σεμιναρίων Management
Πρόγραμμα Εκπαίδευσης
1. Επιλογή προμηθευτών
- Έρευνα αγοράς
- RFI
- Αξιολόγηση προμηθευτών
- Πηγές εξεύρεσης προμηθευτών
2. Προδιαγραφές
- Ελάχιστες προδιαγραφές, επιθυμητές προδιαγραφές
- Τεύχος προδιαγραφών
- Κίνδυνοι από υπερβολικά λίγες ή υπερβολικά πολλές προδιαγραφές
3. Διαγωνισμοί
- Καθορισμός της στρατηγικής
- RFQ, τεχνικός φάκελος, οικονομική προσφορά
- Κριτήρια αξιολόγησης, συντελεστές βαρύτητας
- Συμφέρουσα ή οικονομικότερη προσφορά
- Ένας ή περισσότεροι προμηθευτές
- Υπολογισμός των savings
- Όρια εξουσιοδοτήσεων / εγκρίσεων
4. Οι προμήθειες ως project
- Business case, objectives, WBS, milestones, organisation, stakeholders, communication
- Διάγραμμα Gantt
- Βελτιστοποίηση του business case
- Απόδοση vs Αποδοχή
- Ρόλοι και αρμοδιότητες (διάγραμμα RACI)
5. Διαπραγματεύσεις
- Αρχές διαπραγμάτευσης
- Τα προσόντα του διαπραγματευτή
- Τεχνικές διαπραγμάτευσης
- Win-win
6. Οικονομικές γνώσεις
- Προϋπολογισμός έργου
- Build-up cost
- Total cost of ownership / Life cycle cost
- NPV (Net present value)
7. Βέλτιστο μέγεθος παραγγελίας
- Ευαισθησία τιμής σε σχέση με ποσότητα
- Ομαδοποίηση αναγκών
- Συνάρτηση κόστους
8. Διαχείριση προμηθευτών
- Ενημέρωση πριν και μετά το διαγωνισμό
- Κατάσταση εγκεκριμένων προμηθευτών
9. Ηθικός κώδικας προμηθειών
Χώρος: ΟΙΚΟΝΟΜΟΤΕΧΝΙΚΗ, Πανεπιστημίου 58, Αθήνα
Χρόνος: 17-18 Απριλίου 2019, 16.00 – 21.00
Κόστος: Κατόπιν συνεννόησης (6977999254) ανάλογα με τον αριθμό συμμετοχών, ΛΑΕΚ, συμμετοχή στην Πιστοποίηση ΕLA, κ.λπ.