Proof of the sufficiency part of FTAP 1 0s.t. V D=S No Arbitrage . an arbitrage port fold &. Proof. the Mo[4] 2017 [e] zo Побрзо Suppose that there exists St. [1] Lo об Jk (M+[e])<>0 arque not possible M₁ [1] = 4.5 = P. (0·4) = (1-0). 4 = ≤ (1+[P]); 4; ΛΙ S.P.V. Mo [] cannot be Lo. Contradiction! The VI von-ve = (MT [P])k. Yk. Supposition is correct 2) NA 14370

MATLAB: An Introduction with Applications
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ISBN:9781119256830
Author:Amos Gilat
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Chapter1: Starting With Matlab
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can you reword this proof, and make it much more clear. possibly using another method ?

Proof of the sufficiency part of FTAP 1
0s.t. V D=S No Arbitrage
.
an arbitrage port fold &.
Proof.
the
Mo[4] 2017 [e] zo
Побрзо
Suppose that there exists
St. [1] Lo
об
Jk (M+[e])<>0
arque not possible
M₁ [1] = 4.5 = P. (0·4) = (1-0). 4 = ≤ (1+[P]); 4;
ΛΙ
S.P.V.
Mo [] cannot be Lo.
Contradiction! The
VI von-ve
= (MT [P])k. Yk.
Supposition is correct 2) NA
14370
Transcribed Image Text:Proof of the sufficiency part of FTAP 1 0s.t. V D=S No Arbitrage . an arbitrage port fold &. Proof. the Mo[4] 2017 [e] zo Побрзо Suppose that there exists St. [1] Lo об Jk (M+[e])<>0 arque not possible M₁ [1] = 4.5 = P. (0·4) = (1-0). 4 = ≤ (1+[P]); 4; ΛΙ S.P.V. Mo [] cannot be Lo. Contradiction! The VI von-ve = (MT [P])k. Yk. Supposition is correct 2) NA 14370
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