The "!" is the "partial measurement" operator. I am not expert in the field but as far as I understand the partial measurement is to collapse the superposition to one of the states relative to its amplitude…
V=[0.75+0.4330127018922193i 0.24999999999999994-0.4330127018922193i , 0.24999999999999994-0.4330127018922193i 0.75+0.4330127018922193i ] qubit_0="x0" qubit_1="x1" qubit_2="x2" qubit_3="c0" qubit_4="c1" qubit_5="d0"…
algorias: I finally managed to simulate the algorithm on a handy quantum simulator jaQuzzi 0.1(http://www.eng.buffalo.edu/~phygons/jaQuzzi/). As I can see, the algorithm really works. Below is the code for the example…
The "!" is the "partial measurement" operator. I am not expert in the field but as far as I understand the partial measurement is to collapse the superposition to one of the states relative to its amplitude…
V=[0.75+0.4330127018922193i 0.24999999999999994-0.4330127018922193i , 0.24999999999999994-0.4330127018922193i 0.75+0.4330127018922193i ] qubit_0="x0" qubit_1="x1" qubit_2="x2" qubit_3="c0" qubit_4="c1" qubit_5="d0"…
algorias: I finally managed to simulate the algorithm on a handy quantum simulator jaQuzzi 0.1(http://www.eng.buffalo.edu/~phygons/jaQuzzi/). As I can see, the algorithm really works. Below is the code for the example…
V=[0.75+0.4330127018922193i 0.24999999999999994-0.4330127018922193i , 0.24999999999999994-0.4330127018922193i 0.75+0.4330127018922193i ] qubit_0="x0" qubit_1="x1" qubit_2="x2" qubit_3="c0" qubit_4="c1" qubit_5="d0"…