Construct · 6 names · 7 citations

Where does observability collide?

Different names. Different fields. One construct. One map.

● jangle · four names, one construct Nearest construct by meaningresult demonstrabilitycompare the meanings
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Every construct on the map is compared with every other by the meaning of its definitions, and the closest one is surfaced here. The nearest construct to observability is result demonstrability.

Hold this as a prompt, not a verdict. Two constructs sitting close in meaning is a reason to read them side by side and decide for yourself whether they are one idea under two names. It is not proof that they are. Compare the meanings in the Collider.

SPLIT IN TWO (1991)WORD BORROWED, NOT THEORYobservability6 NAMESDiffusion theoryROGERS · FIVE ATTRIBUTESVisibilityMOORE & BENBASAT · AGARWALDemonstrabilityMOORE & BENBASAT · TAM2Meta-analysisTORNATZKY & KLEIN · 1982DevOpsLOGS · METRICS · TRACESControl theoryKALMAN · LINEAR SYSTEMS

Spokes are the names and the models that coined them; dashed arcs are borrowings. Tap a field for its definition, unit, and measures.

2026

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Diffusion of innovations

the degree to which the results of an innovation are visible to others, which aids adoption.

The degree to which the results of an innovation are visible to others, the fifth of Rogers's perceived attributes, positively related to rate of adoption because what can be seen can be talked about and copied. Rogers's own examples run together two things: hardware that can be seen in use, and outcomes that can be seen after use. That ambiguity is what the next two nodes on the map were built to resolve. The referent is the innovation as perceived, and the outcome is diffusion through a social system.[1]

Unit
A perceived attribute of an innovation, aggregated to a social system's adoption rate
Recovery means
Not applicable, the criterion is rate of adoption
Measured by
Rated attributes in diffusion surveys; no fixed instrument

PCI instrument and IT acceptance

the degree to which the innovation itself is visible in an organisation, seen in use around colleagues and departments.

The degree to which the innovation itself is visible in the organisation, the first half of what Moore and Benbasat got when their observability items refused to load on one factor in 1991. Visibility asks whether the respondent has seen the technology around, on colleagues' desks and in other departments; it says nothing about whether using it does any good. Agarwal and Prasad carried the subscale into a 1997 field study and found visibility, like trialability, predicted current use rather than intention to keep using. It is the part of Rogers's attribute that is about exposure.[2][3]

Unit
An individual's perception of how widely the technology can be seen in use
Recovery means
Not applicable
Measured by
PCI visibility subscale, seven-point agreement
Scales indexed for this construct
  • PCI visibility (VIS)Moore, G. C., & Benbasat, I., 1991 · exposure to the technology in use within the organisation

PCI instrument and TAM2

the tangibility of results from using an innovation, including whether they are apparent and can be communicated to others.

The tangibility of the results of using the innovation, including their observability and communicability, the second half of Moore and Benbasat's split, and the half Venkatesh and Davis took into TAM2 in 2000. Its items ask whether the user could tell someone else what the system does for them and whether the consequences of using it are apparent. In TAM2 it is a cognitive-instrumental antecedent of perceived usefulness across four longitudinal field studies, which moves it from a diffusion variable to a determinant of a belief about performance. It is the part of Rogers's attribute that is about outcomes.[2][4]

Unit
A user's perception of how demonstrable the results of use are
Recovery means
Not applicable
Measured by
Four-item PCI subscale, reused verbatim in TAM2
Scales indexed for this construct
  • Result demonstrability (RD)Venkatesh, V., & Davis, F. D., 2000 · ability to see and explain the consequences of using the system4 items

Innovation-characteristics meta-analysis

the degree to which aspects of an innovation may be conveyed to others, what can be described rather than seen.

The degree to which aspects of an innovation may be conveyed to others, the name Tornatzky and Klein used in 1982 when coding seventy-five adoption and implementation studies for ten characteristics, where Rogers's observability sat alongside it as one of the less frequently measured attributes. The word points at the sender rather than the viewer: what can be described, not what can be seen. Their meta-analysis found neither observability nor communicability consistently related to adoption, and blamed the primary studies' post-hoc, cross-sectional designs. The name was coined for the same idea and then dropped by the field that came after.[5]

Unit
A coded characteristic across primary studies of adoption and implementation
Recovery means
Not applicable, the criterion is adoption or implementation in the primary study
Measured by
Whatever the primary study used; coded for direction and significance

Software operations

how well a running software system's internal state can be understood from the events, metrics, and traces it emits.

How well the internal state of a running software system can be understood from the data it emits, the meaning Majors, Fong-Jones, and Miranda fixed in 2022, distinguishing it from monitoring by the ability to answer questions nobody thought to ask in advance. The operational content is structured events, metrics, and distributed traces with high-cardinality fields that can be sliced arbitrarily. The word was taken from control theory, and the engineering community adopted the definition informally rather than the mathematics. Nothing about adoption or perception: this is a property of a system and its instrumentation.[7]

Unit
A property of a deployed system and its telemetry
Recovery means
Time to detect and explain a production incident
Measured by
Coverage and cardinality of telemetry; time to diagnose novel failures

Control theory

the property that a system's internal state can be determined uniquely from a finite record of its outputs.

A linear dynamical system is observable if its internal state can be determined uniquely from a finite record of its outputs, Kalman's 1963 formalisation, the dual of controllability, with a rank condition on the observability matrix that decides the question for any system with known matrices. It is a yes-or-no property of the system's equations, not of anyone's perception. The concept made state estimation, and therefore the Kalman filter, possible. It shares a word and one intuition with the rest of this map, namely that what can be inferred from outside is limited by what the system lets out, and nothing else.[6]

Unit
A mathematical property of a system's state and output matrices
Recovery means
Reconstruction of the state vector from outputs, the defining criterion
Measured by
Rank of the observability matrix; observability Gramian

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Nearby collisions

trialability6 names · 7 citationsjangle · six names, one constructsocial influence5 names · 11 citationsjangle · four names, one constructperformance expectancy6 names · 11 citationsjangle · six names, one construct

References

  1. Rogers, E. M. (2003). Diffusion of innovations (5th ed.). Free Press.
  2. Moore, G. C., & Benbasat, I. (1991). Development of an instrument to measure the perceptions of adopting an information technology innovation. Information Systems Research, 2(3), 192–222. https://doi.org/10.1287/isre.2.3.192
  3. Agarwal, R., & Prasad, J. (1997). The role of innovation characteristics and perceived voluntariness in the acceptance of information technologies. Decision Sciences, 28(3), 557–582. https://doi.org/10.1111/j.1540-5915.1997.tb01322.x
  4. Venkatesh, V., & Davis, F. D. (2000). A theoretical extension of the technology acceptance model: Four longitudinal field studies. Management Science, 46(2), 186–204. https://doi.org/10.1287/mnsc.46.2.186.11926
  5. Tornatzky, L. G., & Klein, K. J. (1982). Innovation characteristics and innovation adoption-implementation: A meta-analysis of findings. IEEE Transactions on Engineering Management, EM-29(1), 28–45. https://doi.org/10.1109/TEM.1982.6447463
  6. Kalman, R. E. (1963). Mathematical description of linear dynamical systems. SIAM Journal on Control, 1(2), 152–192. https://doi.org/10.1137/0301010
  7. Majors, C., Fong-Jones, L., & Miranda, G. (2022). Observability engineering: Achieving production excellence. O'Reilly Media.

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