Μια μεγάλη ερώτηση στην κορυφή του Παρισιού AI: Οι νεοσύστατες επιχειρήσεις της τεχνικής κουλτούρας της Ευρώπης δίνουν;

<img alt="Ο Γάλλος Πρόεδρος Emmanuel Macron μιλάει με τον Sam Altman, γενικό διευθυντή της OpenAI." fetchpriority="high" width="768" height="512" decoding="async" data-nimg="1" style="color:transparent;height:auto;object-fit:cover;width:100%;background-size:cover;background-position:50% 50%;background-repeat:no-repeat;background-image:url("data:image/svg+xml;charset=utf-8,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 768 512'%3E%3Cfilter id='b' color-interpolation-filters='sRGB'%3E%3CfeGaussianBlur stdDeviation='20'/%3E%3CfeColorMatrix values='1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 100 -1' result='s'/%3E%3CfeFlood x='0' y='0' width='100%25' height='100%25'/%3E%3CfeComposite operator='out' in='s'/%3E%3CfeComposite in2='SourceGraphic'/%3E%3CfeGaussianBlur stdDeviation='20'/%3E%3C/filter%3E%3Cimage width='100%25' height='100%25' x='0' y='0' preserveAspectRatio='none' style='filter: url(%23b);' href='data:image/jpeg;base64,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'/%3E%3C/svg%3E")" sizes="100vw" srcset="https://fortune.com/img-assets/wp-content/uploads/2025/02/GettyImages-2198342704-e1739462919805.jpg?w=320&q=75 320w, https://fortune.com/img-assets/wp-content/uploads/2025/02/GettyImages-2198342704-e1739462919805.jpg?w=384&q=75 384w, https://fortune.com/img-assets/wp-content/uploads/2025/02/GettyImages-2198342704-e1739462919805.jpg?w=480&q=75 480w, https://fortune.com/img-assets/wp-content/uploads/2025/02/GettyImages-2198342704-e1739462919805.jpg?w=576&q=75 576w, https://fortune.com/img-assets/wp-content/uploads/2025/02/GettyImages-2198342704-e1739462919805.jpg?w=768&q=75 768w, https://fortune.com/img-assets/wp-content/uploads/2025/02/GettyImages-2198342704-e1739462919805.jpg?w=1024&q=75 1024w, https://fortune.com/img-assets/wp-content/uploads/2025/02/GettyImages-2198342704-e1739462919805.jpg?w=1280&q=75 1280w, https://fortune.com/img-assets/wp-content/uploads/2025/02/GettyImages-2198342704-e1739462919805.jpg?w=1440&q=75 1440w" src="https://fortune.com/img-assets/wp-content/uploads/2025/02/GettyImages-2198342704-e1739462919805.jpg?w=1440&q=75"/> Ο Γάλλος Πρόεδρος Emmanuel Macron (R) μιλάει με τον Sam Altman, Γενικό Διευθυντή της OpenAI, κατά τη διάρκεια της Συνόδου Κορυφής του AI AI στο Παρίσι στις 11 Φεβρουαρίου 2025. Η Ευρώπη επίσης στο καθεστώς RAN στον αγώνα AI ήταν οδυνηρά προφανής στο Παγκόσμιο Συνέδριο.

Aurelien Morissard/Pool/AFP - Getty Images

Μια μεγάλη ερώτηση στην κορυφή του Παρισιού AI: Οι νεοσύστατες επιχειρήσεις της τεχνικής κουλτούρας της Ευρώπης δίνουν;

Ο Rajat Patidar πρέπει να αφήσει τη σκιά του Virat, σε αντίθεση με τον fanboism του Ruurastej Gaykvada.

Ένας κουβάς του Popcorn Fantastic Four δεν θα κερδίσει αυτές τις διατάξεις

Ένας κουβάς του Popcorn Fantastic Four δεν θα κερδίσει αυτές τις διατάξεις

Leave a Reply Cancel reply

RECOMMENDED NEWS

Η Disney σχεδιάζει να φτάσει το 1 δισεκατομμύριο δολάρια σε έσοδα ροής το οικονομικό 2025

Οι ανεμιστήρες θα αντιδράσουν στο Tomodachi Life Nintendo Direct Return

Έκθεση Απασχόλησης Αυγούστου 2024:

Η Ubisoft διορίζει συμβούλους για να διερευνήσουν επιλογές μετά την αναφορά εξαγοράς

BROWSE BY CATEGORIES

POPULAR NEWS

Οι Ινδοί παίκτες στο κρίκετ έφαγαν το ναό του Jagannatha Puri στο πλαίσιο της άκαμπτης ασφάλειας μπροστά από το Indu ενάντια στο 2ο ODI του Eng

Το 40% των παγκόσμιων αναγκών σε νερό θα παραμείνει ανεκπλήρωτο μέχρι το 2030 λόγω της παύσης της ανάπτυξης της τεχνολογίας αφαλάτωσης

Το Astro Bot έχει ένα εκπληκτικό ανεξερεύνητο επίπεδο με τόνους μυστικών αυγών

Μόλις γελοιοποιήθηκε για το ύψος του, ο «ζεστός» παρααθλητής αναγκάζει άλλους να κάθονται στις μύτες των ποδιών τους

7 τρόποι για να λάβετε περισσότερα από το Bitwarden Password Manager

Recent News

Category

World News

Το OpenAi εγκαινιάζει ένα νέο μοντέλο O3 -Mini – έτσι μπορούν να το δοκιμάσουν δωρεάν χρήστες chatgpt

Θέλετε να ενημερώσετε το παλιό σας φορητό υπολογιστή; Γιατί προτείνω το MacBook Air σε αυτήν την τιμή

Μια μεγάλη ερώτηση στην κορυφή του Παρισιού AI: Οι νεοσύστατες επιχειρήσεις της τεχνικής κουλτούρας της Ευρώπης δίνουν;

Related posts

Ο Rajat Patidar πρέπει να αφήσει τη σκιά του Virat, σε αντίθεση με τον fanboism του Ruurastej Gaykvada.

Ένας κουβάς του Popcorn Fantastic Four δεν θα κερδίσει αυτές τις διατάξεις

Leave a Reply Cancel reply

RECOMMENDED NEWS

BROWSE BY CATEGORIES

POPULAR NEWS

Recent News

Category

World News