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Information Theory and Networks Lecture 2: A Brief History of Networks Matthew Roughan <[email protected]> http://www.maths.adelaide.edu.au/matthew.roughan/ Lecture_notes/InformationTheory/ School of Mathematical Sciences, University of Adelaide September 18, 2013

Information Theory and Networks

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Page 1: Information Theory and Networks

Information Theory and NetworksLecture 2: A Brief History of Networks

Matthew Roughan<[email protected]>

http://www.maths.adelaide.edu.au/matthew.roughan/

Lecture_notes/InformationTheory/

School of Mathematical Sciences,University of Adelaide

September 18, 2013

Page 2: Information Theory and Networks

Part I

A Brief History of Telecommunications

Matthew Roughan (School of Mathematical Sciences, University of Adelaide)Information Theory September 18, 2013 2 / 15

Page 3: Information Theory and Networks

You know what they say. Those of us who fail history, aredoomed to repeat it in summer school.

Buffy (the Vampire Slayer), “After Life” (Season6, Ep. 3), 2001

Matthew Roughan (School of Mathematical Sciences, University of Adelaide)Information Theory September 18, 2013 3 / 15

Page 4: Information Theory and Networks

An outline

1 pre-industrial

2 19th century

3 early 20th century

4 computer networks

5 early 21st century (now)

Matthew Roughan (School of Mathematical Sciences, University of Adelaide)Information Theory September 18, 2013 4 / 15

Page 5: Information Theory and Networks

Pre-industrial

Jungle drums

Signal fires1184 BC, fall of Troy [AesCE]1588 AD, Arrival of SpanishArmada

Carrier pigeons700 BC, Olympic games

Smoke signals150 AD, Romans

Semaphore1791 AD, Chappe brotherslater used by Napoleon

Gary Larson, 1993

Matthew Roughan (School of Mathematical Sciences, University of Adelaide)Information Theory September 18, 2013 5 / 15

Page 6: Information Theory and Networks

Pre-industrial

These had limitations

Carrier pigeons: 1 short message per pigeon

Signal fires: one bit per fire

Semaphore: 15 characters per minute.

Matthew Roughan (School of Mathematical Sciences, University of Adelaide)Information Theory September 18, 2013 6 / 15

Page 7: Information Theory and Networks

19th century

Post office:

British post office founded 1635.

modern postoffice 1840 (1st “penny black” in UK)

send content as letter or parcel

encapsulate package with address on the front

send to local postoffice

each postoffice determines next postoffice

final postoffice delivers to the address

Matthew Roughan (School of Mathematical Sciences, University of Adelaide)Information Theory September 18, 2013 7 / 15

Page 8: Information Theory and Networks

19th century

Electronic communication:telegraph

I invented 1753I Morse code 1835I take off 1838I 1st transatlantic line 1866

radio (Marconi, 1896)

telephoneI A.G. BellI filed patent Feb. 14, 1876, 3

hours before Elisha Gray

Gary Larson, 1980

Matthew Roughan (School of Mathematical Sciences, University of Adelaide)Information Theory September 18, 2013 8 / 15

Page 9: Information Theory and Networks

19th centurySimple telephone: connects two points with a wire

Reportedly, the first words over the telephone came when Bell spilled someacid on his pants, whereupon he call ”Mr. Watson, come here, I wantyou!”

Matthew Roughan (School of Mathematical Sciences, University of Adelaide)Information Theory September 18, 2013 9 / 15

Page 10: Information Theory and Networks

Towards modern telephony

switchingI electronic switch (instead of electromechanical)I 4ESS (like a building)

http://www.att.com/history/nethistory/switching.html

networks become hierarchicalI long distance versus local

reliability and redundancy become importantI alternate routing

billing systemsI harder than you think!

massive capacity increasesI fibre opticsI better transmission techniques (e.g., DSL)

Matthew Roughan (School of Mathematical Sciences, University of Adelaide)Information Theory September 18, 2013 10 / 15

Page 11: Information Theory and Networks

Moore’s LawMoore’s law: the speed of digital hardware increases by a factor of twoevery 18 months, or the number of transistors on a chip doubles, or thecost halves [Moo65].

1970 1975 1980 1985 1990 1995 2000 2005 1000

10000

100000

1000000

10000000

100000000

1000000000

4004

80088080

8086

286386

486

PentiumPentiumII

PentiumIII

Pentium4

Itanium

Itanium2

Itanium2(a)

tra

nsis

tor

co

un

t

Actually looks more like a factor of 2 every 2 years.Matthew Roughan (School of Mathematical Sciences, University of Adelaide)Information Theory September 18, 2013 11 / 15

Page 12: Information Theory and Networks

Gilder’s Law

Gilder’s law: theoretical transmission capacity of a link increases by afactor of two every 12 months.

http://www.seas.upenn.edu/~gaj1/promise.html

http://www.dtc.umn.edu/~odlyzko/doc/tv.internet.txt

http://telecomvisions.com/articles/beyondip/

transmission capacity is still behind storageI 2000, backbones in US carried 144 PB/year, total disk capacity 3000

PBF it would take 20 years to carry all the data

I 2005, 100 GB disk is common, 1.5 MbpsF it would take 6 days to carry all the data

I network is catching up?

Matthew Roughan (School of Mathematical Sciences, University of Adelaide)Information Theory September 18, 2013 12 / 15

Page 13: Information Theory and Networks

Actual backbone link speed growthRoughly doubles every two years (45% per year)

1960 1980 2000 2020

101

103

105

107

109

backbone bandwidth in kbps

Note that extra links are added every year as well, so the actual bandwidthavailable to use grows faster.

Matthew Roughan (School of Mathematical Sciences, University of Adelaide)Information Theory September 18, 2013 13 / 15

Page 14: Information Theory and Networks

Access-link speedsNielsen’s Law of Internet (Access) Bandwidth

a high-end user’s connection speed grows by 50% per year

http://www.useit.com/alertbox/980405.html

Matthew Roughan (School of Mathematical Sciences, University of Adelaide)Information Theory September 18, 2013 14 / 15

Page 15: Information Theory and Networks

Further reading I

Aeschylus, Agamemnon,http://classics.mit.edu/Aeschylus/agamemnon.html, 458 B.C.E.

Gordon E. Moore, Cramming more components into integrated circuits, Electronics38 (1965), no. 8.

Matthew Roughan (School of Mathematical Sciences, University of Adelaide)Information Theory September 18, 2013 15 / 15