Question: Consider the example in which we use the Frank-Wolfe Algorithm to solve for the portfolio problem where $theta= 1$. The initial point x 0 =
Consider the example in which we use the Frank-Wolfe Algorithm to solve for the portfolio problem where $\theta= 1$.
The initial point x0 = (0, 0). What is the constraint and the optimal solution of the optimization problem in Step 3 of the second iteration? (you may refer to the class slide starting with "Step 3 (Repeat)"
1) Constraint: 0101
Optimal solution: =815=815
2) Constraint: 0x210x21
Optimal solution: x2 = (16/9, 7/3)
3) Constraint: 0x110x11 , 0x210x21
Optimal solution: x2 = (16/9, 7/3)
4) None of the above is correct.
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