{T1,T2,T3} ->  Transactions {A,B,C,D,E,F,G} -> Database objects L(x) -> X locking X object. U(x) -> Unlocking X object. R -> Read & W -> Write     Can we transform below transaction schedule to serial action plan ? Show with Presedence Graph method.   If yes what are the equal serial plans ? (as lock mechanism use Strict-2PL)

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
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{T1,T2,T3} ->  Transactions

{A,B,C,D,E,F,G} -> Database objects

L(x) -> X locking X object. U(x) -> Unlocking X object. R -> Read & W -> Write

 

 

  1. Can we transform below transaction schedule to serial action plan ? Show with Presedence Graph method.

 

  1. If yes what are the equal serial plans ? (as lock mechanism use Strict-2PL)

 

T1
L(A); R(A);
L(B); R(B);
L(C); R(C);
W(A); U(A);
L(D); R(D);
W(B); U(B);
T2
T3
L(B); R(B);
L(E); R(E);
W(D); U(D);
W(C); U(C);
L(E);
L(F); R(F);
W(F); U(F);
L(G); R(G);
W(E); U(E);
L(E); R(E);
W(G); U(G);
W(B); U(B);
W(E); U(E);
Transcribed Image Text:T1 L(A); R(A); L(B); R(B); L(C); R(C); W(A); U(A); L(D); R(D); W(B); U(B); T2 T3 L(B); R(B); L(E); R(E); W(D); U(D); W(C); U(C); L(E); L(F); R(F); W(F); U(F); L(G); R(G); W(E); U(E); L(E); R(E); W(G); U(G); W(B); U(B); W(E); U(E);
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