ProbeGetExpectedLocation
ProbeGetExpectedLocation returns the expectation values (as a List) of the quantized embedding functions with respect to a state provided as argument. Alternatively, if a point in target space is given as argument, ProbeGetExpectedLocation returns the expectation values (as a List) of the quantized embedding functions with respect to the groundstate of the corresponding (Laplace/Dirac) operator.
This method admits no options.
ProbeGetExpectedLocation has the following (non-optional) arguments:
| Argument | Description |
|---|---|
state |
An element of the Hilbert space the Laplace/Dirac operator is acting on, which must be represented as a List of numbers. |
Or alternatively:
| Argument | Description |
|---|---|
point |
A point in the target space  , which must be represented as a List of d numbers. |
<< BProbeM`
t = PauliMatrix[{1,2,3}];
ProbeInit[t];
(* retrieve the expectation values of the quantized embedding functions *)
(* with respect to the quasi-coherent state corresponding to the point (1,0,0) *)
location1 = ProbeGetExpectedLocation[ ProbeGetGroundstate[{1,0,0}] ];
(* equivalently one can directly pass the point (1,0,0) *)
location2 = ProbeGetExpectedLocation[ {1,0,0} ];
(* the result is the same *)
Print[location1 == location2]; (* returns True *)