qrunch.quantum.measurement.expectation_value
Module containing expectation value class and function to evaluate expectation values.
Classes
Dataclass for holding expectation values with an estimated standard deviation. |
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Store a list of expectation values. |
- class ExpectationValue
Bases:
objectDataclass for holding expectation values with an estimated standard deviation.
The class has implimented basic math operations of addition and subtraction with real numbers and Expectation values as well as multiplication with real numbers. The resulting error is estimated using the law of error propagation:
\[\sigma_f = \sqrt{c_1^2 \sigma_1^2 + c_2^2 \sigma_2^2}\]where \(\sigma_{1(2)}\) are the initial errors, \(c_{1(2)}\) are real numbers, and \(\sigma_f\) is the propagated error. For this to be valid, the initial errors must be uncorrelated. As a consequence, adding or subtracting ExpectationValues obtained from the same measurement will result in, possibly, an under- or overestimated error. ExpectationValues returned by VQE’s have accounted for correlation.
All fields are immutable (
frozen=True) so an instance can be safely reused.- Parameters:
value – The expectation value.
error – The estimated standard deviation of the expectation value.
- __init__(value: float, error: float) None
- Parameters:
value (float)
error (float)
- Return type:
None
- error: float
- value: float
- class ListOfExpectationValues
Bases:
objectStore a list of expectation values.
All fields are immutable (
frozen=True) so an instance can be safely reused.- Parameters:
expectation_values – The list of expectation values along the reaction path.
- __init__(expectation_values: list[ExpectationValue]) None
- Parameters:
expectation_values (list[ExpectationValue])
- Return type:
None
- copy() ListOfExpectationValues
Return a new instance containing the same expectation values.
- Return type:
- property errors: list[float]
Get list of associated errors.
- expectation_values: list[ExpectationValue]
- property values: list[float]
Get list of numerical expectation values.