Generated Narrative: StructureDefinition quantity-confidenceInterval Name Flags Card. Type Description & Constraints Extension 0..1 Extension Confidence interval for the quantity #xD; Slices for extension 2..* Extension Extension Slice: Unordered, Closed by value:url #xD; extension:confidence 1..1 Extension The confidence level in percent (0..100) #xD; value[x] 1..1 decimal Value of extension #xD; extension:interval 1..1 Extension Range in which actual value is expected to reside #xD; value[x] 0..1 Range Value of extension #xD; valueRange #xD; low 1..1 SimpleQuantity(5.0.0) The lower bound of the confidence interval #xD; high 1..1 SimpleQuantity(5.0.0) The upper bound of the confidence interval #xD; url 1..1 uri "http://hl7.org/fhir/StructureDefinition/quantity-confidenceInterval" #xD; Documentation for this format
HL7 International / Orders and Observations
The range within which, at the given level of confidence, the actual value resides. For example, a nominal value (from the context Observation.value) of 4.3 may be reported, but this extension may be used to indicate that the reporting device is only 95% confident that the actual value is in the range of 3.1 to 5.5. The reported value, if present, should be precise enough to reflect the confidence interval. For example, a nominal quantity of 3.2 kg with a confidence interval of [3.21, 3.27] kg would be nonsensical. On the other hand, a reported value of 3.24 kg with a 95% confidence interval of [3.21, 3.27] kg would indicate a 95% confidence that the actual value is in that range. The reported value need not be at the center of the confidence interval; for example, if the values don't follow a normal distribution. The context Observation.value SHOULD be present when this extension is used, due to the risk that systems unfamiliar with (or ignoring) this extension may be unable to process a valueless quantity. The interval range low and high units are usually the same as the reported value's units. Confidence interval range low and high units SHOULD be provided for clarity; if omitted, they are implied to be the same as the reported value's units.
The range within which, at the given level of confidence, the actual value resides.
All FHIR elements must have a @value or children
hasValue() or (children().count() > id.count())
Must have either extensions or value[x], not both
Unique id for the element within a resource (for internal references). This may be any string value that does not contain spaces.
Extensions are always sliced by (at least) url
The confidence level in percent (0..100)
The degree of confidence that the actual value is within the interval, as a percent (0..100).
Additional content defined by implementations
May be used to represent additional information that is not part of the basic definition of the element. To make the use of extensions safe and managable, there is a strict set of governance applied to the definition and use of extensions. Though any implementer can define an extension, there is a set of requirements that SHALL be met as part of the definition of the extension.
There can be no stigma associated with the use of extensions by any application, project, or standard - regardless of the institution or jurisdiction that uses or defines the extensions. The use of extensions is what allows the FHIR specification to retain a core level of simplicity for everyone.
Source of the definition for the extension code - a logical name or a URL.
The definition may point directly to a computable or human-readable definition of the extensibility codes, or it may be a logical URI as declared in some other specification. The definition SHALL be a URI for the Structure Definition defining the extension.
Value of extension - must be one of a constrained set of the data types (see [Extensibility](http://hl7.org/fhir/R5/extensibility.html) for a list).
Range in which actual value is expected to reside
The range within which the actual value is expected to reside.
The lower bound of the confidence interval
The low limit. The boundary is inclusive.
If the low element is missing, the low boundary is not known.
The upper bound of the confidence interval
The high limit. The boundary is inclusive.
If the high element is missing, the high boundary is not known.