This final section of the course looks briefly at the developments within GSM that are leading
towards third generation technology and the high data rates which this is intended to offer.
These technologies are collectively known as 2.5 or 2 ½ Generation GSM technologies and
include:
· High Speed Circuit-Switched Data (HSCSD)
· General Packet Radio Service (GPRS)
· Enhanced Data for GSM Evolution (EDGE)
• Evolution of GSM towards 3G systems
• Main requirement is for increased data
rates
• Mobile access to:
• Internet
• E-mail
• Corporate networks
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)
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)
towards third generation technology and the high data rates which this is intended to offer.
These technologies are collectively known as 2.5 or 2 ½ Generation GSM technologies and
include:
· High Speed Circuit-Switched Data (HSCSD)
· General Packet Radio Service (GPRS)
· Enhanced Data for GSM Evolution (EDGE)
• Evolution of GSM towards 3G systems
• Main requirement is for increased data
rates
• Mobile access to:
• Internet
• Corporate networks
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