Scarica Formula di Ackermann: Sintesi e esercizi - Prof. Consolini e più Prove d'esame in PDF di Sistemi MIMO solo su Docsity!
A--
[!; %^ %)^ ,^ B.^ =/%) , Bz^
[!/^ , B^ , (^) =/% (^) %) a) verified clue^ (A^ , Ba^ ) e^ (A^ , Bz^ ) mom^ sono^ raffi omfibiei e^ clue^ CA^ ,^ Bg)^ e- riaffiomgi
bite
b) F^ :^ TL At^ B.^ F)^ =/-^ n } a) Rn = [Bn A^ Bn AZ^ Bn ]^ = ! %^ %)^ Im (^) Ra (^) =L Rs^ CA , Bn (^) ) mom e- oeoeffiumf. bite Rz = [Be^ A^ Bz^ ÑB, (^) ] = [§^ §^ ?;) Icu^ Rz^ f- Rs^ (A.^ Bz) mom e-^ oeoeffiumfibile (^9 9) ✗ → (^) be (^) 3-colon me e- (^) attend (^) bile
come 2- Nealonne -^ Ie^ colonme
Xr 61=101 (^) ,^ Xr^ (a)^ =^ Im^ Bs =^ In^ [% { f-
In
&] T Xr G)^ =^ Xr^ (a) +^ InAM^ =^ In^ [%^ &)^
= Im
[%^ &^
= (^) Icu [%^ §^ = (^) R
= Xr (^) CAB , (^) ) e-^ raffi omg i (^) bite b) ✗^ (a)^ =^ A-☒ +Bsu lo)^ = [§^?^ / idol (^) , ulo) = [8) →^ ✗^ (a) = [%) I ✗ (^) G) = (^) A- ✗ (^) (a) + (^) Bula) = [%)
[%^ %)
u(a)
, celal = Eh]^ →^ ✗^ (2)^ = [&) ✗ (^) (3) =^ A^ ✗ (^) (2) + (^) Bsu(2) = [§^ /^
[§^ If u (^12) ) (^) , not =^ [I] - ☐ ✗^ G) = [§} ✗ = Exch ✗ (^) G) ✗G) ]=[%^ §^ §^ ]^ , ✗ " =/&^ §^ :?) F- = Eula (^) ) ulz) o] X " = [-7^08]×-1=[8-48] b- =^ B , it = Basuto ) = Bs [%] = [%)
=a+¥=f!^!^ :/^ +1!^ !/^ % :^ :^ -1-1%11+1!^ -1%1=1-^ ? (^) :| d (^) (a) =^ + (^) c)3=23+322+32+
E- (^) [b- (^) A- b- (^) A- '
= [%^ & F)^ = ✗ (^) ① Formula di^ Ackermann : f- = - ' all A) =^ - ( 9 A-^ 3+39 A-^ at^39 A-^ +^ 9) q = (^) E o^ -^ a^ ] (^) , a A- = [20-9] (^) , got?^ [39-9] , 9 A- (^) 3=1-3 (^2 0) ] f- -^ (^ [^3 2 0 ]^ +^ [^9
- (^) [ 6 0 - 3) + [a (^) o - a (^) ]) = - [995-7] = = [-19-57] F- F-tuco) f- = (^) [8 (^) % 8] +^ [ (^8) ] [-99-57]=[8-48]+[-89-058] = = (^) [-89-2-8] Verified :-. ; ; (^) 8,1+1; (^) ;) pig^ 83=[-4%9]+1-
- • (^) • At (^) Bs F-^ 1-
I (^)? (^) f)
[
^ ^ °
)
a -^ i^ -^ a^0
= -20^ -5^8
12 μg f (d) =^ Olot^ ( 2 I^ - (A^ +^ Bs F) (^) / =^ abet /
=
- (^) a (^9 ) 19-9d = (^) diet (^) Eats -8] + (^) dot (^) [1-6-8] + (^) G- 1) act (^) [
d- '^ →
(^20) It 5) =
= 8 - 8 (2-1) + (d- 1)
((^ 2- (^) 1) (at (^) 5) t (^20) ) =^ 8- 82 + (^) 8+(1-1) (^) (22+47+15) = = 96 - (^8) A +23+422+152 - 22 - 42 - 15=23+322+32+1 = @ + (^) 1)
? (^) %) ,^ ce (^) [z^ o^ - g (^) ] ② a)^ ✗^ No^ CU) (^) ,^ U^ c-^ IN A- = f- a 2 -
b) ✗^ to)^
: y co)^
, y (a)^
, Y (2)^
- (^) ) ✗No lol^ =^ woe^ C^ , ✗no (a) =^ her^ [EA]^ =^ her^ [^
2 o - z ]=^ her^ [^88 I]^ = = (^) were (^) [ (^8 8 )
] ou
✗No (^) (2) =^ ✗No (^) (a) n wer MA = (^) Her (^) [ (^88 9) ] nwoej-xm.gg?-=XnoCD=✗NO ✗no (a) =^ her^ Ff^8 E)^
= In
[%)^ , b- (^) k (^29)
9 0 9 0 -9^9
iat-i-E.EE/-:::.:.H;:::.11:::..:t- 2 3 ARLO
d- Niko
☐ →^ 2-^ EN^ STROOT URAU amino B^=(¥¥f ?
B=iB=i[F)^
0 9-^ S
E- (^) [Criollo / cnn.io/o ] , E- CT=[^0 9 a^ 2)^ F-^ [9*0] r- g S^ g- f CRN^ CNR (^) co b) H^ (5)^ =^ Caco^ CSI^
£- ⑧ a- = [ (^88) ] (^) ,^ B-^ Eh ] (^) , 9--1%9]
A- a Determinate nine beffe ai contralto (^) in ovetroesiiome (^) clue mimimnizzi (^) flu) Egueziome olio^ Rivoli^ : At Pt^ PAT^ Q -^ PBRBTP^ =^0 PA=[^88 ]^ , pB=[ 8 ¥] F- [I E)^ , pso^ →
• >^ ☐
C > 0
ec -62^ so [881+[891+-189]
- [EYE^ ]^ . a- (^) [etb (^) 6+4-- [ R (^) ( ortho^ ) (btc) & (^) 91-25 ]
[@
- (^) b) 2 Cotto) (btc^ ) (6+42)= 4- Get b)^ 2=0 (^) ⑨ { a - ( at^ b) (btc) =^0 ③ 91-2 b-^ (btc) 2=0^ ③
⑨ (^) (at^ b)2--9^ →^ at ,b=±z @ =^ 2- b 2=-2^ -^ b @=z_b_ z^
- b - 2b (^) -2<=0 → 2-36-22= → 2C^ =^ 2-^36 → c=n^ - Zb
atzb - (bta^
-32612=0 →^ atzb^
- (a- §bj= → ¢+2b^ -4-1462+6=0 Es^ -^ b
-1126=0 b^
- 126= b( b-^ 121= 6=6 ¥- b → a- 2
C. =^ I
p=[}^ 9) (^) , Paso f*=^ -^ D- ' B' ' P= (^) [-2-4] u☒= f-^ ☒ ✗ (t)
