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T?F|T*F F?(E)|i

1. д³ö¾äÐÍ(T*F+i)µÄ×îÓÒÍÆµ¼²¢»­³öÓï·¨Ê÷¡£

2. д³öÉÏÊö¾äÐ͵ĶÌÓֱ½Ó¶ÌÓï¡¢¾ä±úºÍËØ¶ÌÓï¡£

´ð£º 1. (4·Ö)

E?T?F?(E) ?(E+T) ?(E+F) ?(E+i) ?(T+i) ?(T*F+i)

2. (4·Ö)

¶ÌÓ(T*F+i), T*F+i, T*F, i Ö±½Ó¶ÌÓT*F, i ¾ä±ú£ºT*F ËØ¶ÌÓT*F, i

Îå¡¢ÉèÎÄ·¨G(S)£º(12·Ö)

S?SiA|AA?A?B|BB?)A*|(E T F ( E ) E + T T F T * F i

7£®¹¹Ôì¸÷·ÇÖÕ½á·ûµÄFIRSTVTºÍLASTVT¼¯ºÏ£» 8£®¹¹ÔìÓÅÏȹØÏµ±íºÍÓÅÏȺ¯Êý¡£(12·Ö) ´ð£º(6·Ö)

FIRSTVT(S)={ i£¬+£¬)£¬( } FIRSTVT(A)={ +£¬)£¬( } FIRSTVT(B)={ )£¬( }

LASTVT(S)={ i£¬+£¬*£¬( } LASTVT(A)={ +£¬*£¬( } LASTVT(B)={ *£¬( }

ÓÅÏȹØÏµ±í: (3·Ö) i + ( ) i > < < < + > > < < ( > > ) < < < * > > ÓÅÏȺ¯Êý: (3·Ö)

* > > > f g i 2 1 + 6 4 ( 6 6 ) 1 6 * 6 1 Áù¡¢ÉèijÓïÑÔµÄdo-whileÓï¾äµÄÓï·¨ÐÎʽΪ (9·Ö) S ? do S(1) While E

ÆäÓïÒå½âÊÍΪ£º

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U?R S(1) While S?U E (2). (6·Ö) R? do

{ R.QUAD:=NXQ }

U?R S(1) While { U.QUAD:=R.QUAD;

BACKPATCH(S.CHAIN, NXQ) }

S?U E

{ BACKPATCH(E.TC, U.QUAD); S.CHAIN:=E.FC }

´ð°¸¶þ£º

(1) S ? do M1 S(1) While M2 E

M ?¦Å (3·Ö)

(2) M ?¦Å { M.QUAD := NXQ } (6·Ö)

EµÄ´úÂë ¼Ù

S(1)µÄ´úÂë Õæ

S ? do M1 S(1) While M2 E {

BACKPATCH(S(1).CHAIN, M2.QUAD); BACKPATCH(E.TC, M1.QUAD);

S.CHAIN:=E. FC

Æß¡¢(8·Ö)½«Óï¾ä

if (A0) then while C>0 do C:=C+D ·­Òë³ÉËÄԪʽ¡£(8·Ö) ´ð£º

100 (j<£¬ A£¬ X£¬ 102) 101 (j£¬ -£¬ -£¬ 109) 102 (j>£¬ B£¬ 0£¬ 104) 103 (j£¬ -£¬ -£¬ 109) 104 (j>£¬ C£¬ 0£¬ 106) 105 (j£¬ -£¬ -£¬ 109) 106 (+£¬ C£¬ D£¬ T1) 107 (:=£¬ T1£¬ -£¬ C) 108 (j£¬ -£¬ -£¬ 104) 109

(¿ØÖƽṹ3·Ö£¬ÆäËû5·Ö)

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}

T1:=S+R T2:= 3 T3:= 12/T2 T4:=S/R A:=T1-T4 T5:=S+R B:=T5

T6:=T5*T3 B:=T6

(1)»­³öDAGͼ£»

(2)ÉèA,BÊdzö»ù±¾¿éºóµÄ»îÔ¾±äÁ¿£¬Çë¸ø³öÓÅ»¯ºóµÄËÄԪʽÐòÁС£

´ð£º(1) DAGÈçÓÒͼ£º(6·Ö) n7 A n8 T6,B

_ *

n3 T1,T5, B n6 T4 + n1 S / n2 R n4 T2 3 n5 4 T3

(2) ËÄԪʽÐòÁУº(4·Ö) T1:=S+R T4:=S/R A:=T1-T4 B:=T1*4

¾Å¡¢(9·Ö) ÉèÒѹ¹Ôì³öÎÄ·¨G(S)£º

(4) S ? BB (5) B ? aB (6) B? b

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