`
`
`
`PAPERBACK REFERENCE
`
`
` O X F OR D
`
`FOURTH EDITION
`
`
`
`Patent Owner Saint Regis MohawkTribe
`Ex. 2024, p. 1
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`Patent Owner Saint Regis Mohawk Tribe
`Ex. 2024, p. 1
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`

`

`
`Computing
`
`A Dictionary of
`
`
`
`
`
`FOURTH EDITION
`
`Oxford New York
`
`OXFORD UNIVERSITY PRESS
`
`1997
`
`
`Patent Owner Saint Regis MohawkTribe
`Ex. 2024, p. 2
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`Patent Owner Saint Regis Mohawk Tribe
`Ex. 2024, p. 2
`
`

`

`Gup
`
`Oxford University Press, Great Clarendon Street, Oxford oxs
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`First published 1983
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`
`First issued (with corrections) as an Oxford University Press paperback 1997
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`ISBN 0-19-280046-9
`
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`Patent Owner Saint Regis MohawkTribe
`°
`Ex. 2024, p. 3
`
`Patent Owner Saint Regis Mohawk Tribe
`Ex. 2024, p. 3
`
`

`

`
`
`S
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`
`LOGON
`
`Combinational dopic svinbols
`anefunction
`
`4p 50-4
`
`ox function
`
`cxclusive-or funetion
`
`Te aD
`
`Conimonty used logie axmbols
`
`
`as verbs: log off, log out, or
`san eff, By log-
`wing off, the user ensures that all the system
`
`resources that have been used during the
`ses:
`sion ave eccounted for, and any temporary
`files created during the session are delered.
`fogon 1. (or log on) See login,
`2A unit of information, equal to the product
`of one unit of *bandwidth by one unit of
`
`time,
`in Denis
`Gabor’s phystent
`theory of
`
`communication.
`In contrast, Shannon's
`
`mathem:tical theory of communication uses
`the concept of *cntropy.
`logout (or log out) See logott.
`longitudinal redundancy check (LRC) Se:
`cycle redundancy check,
`lookahead Shirifir carry lovkahead.
`lookahead unit A unit forming part of an
`instruction unit pipeline in computers such
`as
`“Stretch.
`
`lookup table Sve table lookup
`is
`Ieop L A sequence of imseructions that
`repeated unrila prescribed condition, such as
`aygreement with a dara element of completian
`of acount, is satisfied, Sez als do loop.
`2. A configuration of a “local area network
`
`that consists of nodes conneetedserially ina
`ring topology, See ring network,
`3. (local loop) ‘The (twisted pair) connection
`from a switching exchange to the subscriber
`terminal.
`loop invariant See mvariant.
`lossless coding Coding in which no *infor-
`mitidn whatsoeveris last during the *encod-
`ing (or “decoding) process. Generally,
`*encryption and “decryptionare lossless, as
`is “channel coding. Strictly, *dac com-
`pactionts lossless, while “dati compression
`isnot, but thelatter rermis offen usedfor the
`former, The decoding of (ue. recovery from)
`compression and compaction are lossless.
`But the decodingof a signal received from 4
`
`*ebannel is usually lossy (strictly not
`loss-
`less) by desiym, since the “noise at least must
`
`be lose the message entering the channel will
`usually have been prepared so as to permit
`this loss by the use of an “error-correcting
`code,
`lossless compression Any method of“com-
`pression that allows the ofiginal daca to be
`recovered fromthe compressed data. Sez ako
`lossless coding:
`
`
`
`Patent Owner Saint Regis MohawkTribe
`Ex. 2024, p. 4
`
`Patent Owner Saint Regis Mohawk Tribe
`Ex. 2024, p. 4
`
`