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ER Sagram Notodions *- : ite
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p+ Network Model i- :
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pL tht _bierasechtal _meaed— thu mendes alto models the
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b Yetord tan hove any Avmben of patent rerocds ond
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pir te corstdencd more _ Vex natile as, hinon pil re cel
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from book ',
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turn Labig do __tne indtata 'n bOules thot. helps wh —tetecate
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* Retadional _.0.ado._ Modes
The _reragional — Model was _indroauead by Dr E.f. Codd
tin 940. ond Aas ewolusd bin tein Pes through a Sune)
of wring The relate! modes represtrt data _tn the forrn
of 2 - dimentranal +tabies ._Fach ale _represerde tome _tead
i ee" One Ahe . ChHA/40 C+EnLh ~
_- tw of petattonal —medel> cs 4
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ORM dine inQbes art panent Child relator shays Ond
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8 usdh data valurdr aha. REE fo —
2 . — - 4
2 Eoth doable (tf Gr independent endidy 4 thene & no _
physical velattonmhip b(ws then, _ =
2) RM of date management Kw’ based an set theory. —
q
ED The tack sateyase ned th 2a is not proted tiitaad paps
because types only thay. neeol) to __be done _1A__ Spoupi ed.
A _d&main depo bey the tet of pomrble value for _a given
Ayr bute becauure 0 domoin conatraunts the att buke
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. Advantages ef Retadional Moder
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when 4 Is possible de make changes
bevcdon idpoot ast alhectvig the Dem! cqzabitity
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Relo dione pasebade 406 u Sipnplar a Com cgatnch
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Resutt of relational algebra expression E is returned vnder _
{ane nome Then’) attbteten, Soft resustant relation
fe hame@s an A; A A...,. A yeapectvely +
7 at a A Gg
I . , .
Query i= Loan: -P (compen) {i toan) ,
i * ‘
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vishal L-103 Vishal | L-le3
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noe
Nasuwtas Doin equa ro dhe follocurng beguep to of
__Openatone om 2 a gurm Ont relohons . ——
NF cartesian product of 2 wguerent reladidn.
—
5 : Abity Om COM mom cokes getea
im / Le os
of 2 aegu ment relations
Date —/
E : <I = = =
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the rejartant rHlodign lees net Omdatin Srmith and Mal ea.
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“o_queid this 1085 of nformeduion we can ase Outth Jain
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- OP erations ° a oh
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: Left ousex ~Join th: =
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b S Fou Outin - Jorn oes —_——_— _
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i
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d icc ely gb eee Save
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2) {Bema Rélagional Catusus
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BRC OS eA domain v
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, ukoeate domain rather then fer en end re dupie Br
; ekprervaion 1 DRe bh of the form
| £ S%) ey eR Les Coe ee NY
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haters 2 fF jien 2S, Fepreaent domain vabuebles f=
/ formula composed of adoms
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a a ae ee Eas
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Nermabtahn ef oe velahon schema refers to The _precess of
wt cA couse
A) _fdentfying these clependency on Stherna |
es +
Cause - anematies Auring invent, update anc _delerion
oo 2 st 4
fda {
ee & Ta . £
— 6) ec w me into & Sot.of: fub- Schema oF 4
— tne basi of dependences caus s. anomahes- r
(
indtn aed information wm hile reoin tastain G the date
__redundanwy jo @ nuninral
Pre ° i 2ato wet} ond too
Diag after und eX Standing the conte.d of vasiurs yor, of
data __aependency la___clata@bare-
2 lontept of. functronal Deendenties (Fp) :-
‘et Chere be a velahien Lthema Comprising Jet of
the! butts a, pi,v users aA Ce f £ek, ¥ < RK.
A Firresron Aga cade acy aC Sd ae) bags abeoenta ts pix Sag
te_b2 _hOldin} on _eatatren ef Sctema RK 4 for er uerey
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if! 2 iff a eee dine Soot must if ££ Bal=
33 ( Sie
Thy cars *
Same _unusp o then 2 tuples must agree On tne
sabe = tof sb pails
t
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————— = = ———-
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at Go ooh Seg inn onl = & eth Ae ee
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