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{{Definition|'''Temporal data''' refers to a series of data | {{Definition|'''Temporal data''' refers to data, where changes over time or temporal aspects play a central role or are of interest.}} | ||
== Definitions == | |||
{{Quotation|Temporal data is data that varies over time.|[Jensen and Snodgrass, 1999]}} | |||
{{Quotation|A temporal data denotes the evolution of an object characteristic over a period of time.|[Daassi and Nigay, 2004]}} | |||
{{Quotation|Time dependent data is characterized by data elements being a function of time. In general, data takes the form | |||
:''d = f(t)'' | |||
''For data defined at discrete time stamps t<sub>i</sub>, this relation can be represented as:'' | |||
:''D = {(t<sub>1</sub>, d<sub>1</sub>),( t<sub>2</sub>, d<sub>2</sub>), ..., (t<sub>n</sub>, d<sub>n</sub>)}'' | |||
:''where'' | |||
:''d<sub>i</sub> = f(t<sub>i</sub>)''|[Müller and Schumann, 2003]}} | |||
Time-series are a part of the broader field of time-oriented data: | |||
{{Quotation|Time series data is characterized by data elements being a function of time. In general, this data takes the following form: | |||
:''D = {(t<sub>1</sub>, y<sub>1</sub>),( t<sub>2</sub>, y<sub>2</sub>), ..., (t<sub>n</sub>, y<sub>n</sub>)}'' | |||
:''with'' | |||
:''y<sub>i</sub> = f(t<sub>i</sub>)''|[Weber et al., 2001]}} | |||
== Synonyms == | |||
*temporal data | |||
*time-oriented data | |||
*time-varying data | |||
*time-dependent data | |||
== References == | |||
*[Daassi et al., 2004] Chaouki Daassi, Laurence Nigay, and Marie-Christine Fauvet. Visualization Process of Temporal Data, ''Lecture Notes in Computer Science'', 3180, Springer-Verlag Heidelberg, 2004. | |||
*[Jensen and Snodgrass, 1999] Christian S. Jensen and Richard T. Snodgrass. Temporal Data Management, ''IEEE Transactions on Knowledge and Data Engineering'', 11:36-44, 1999. | |||
*[Müller and Schumann, 2003] W. Müller and H. S. Schumann. Visualization Methods for Time-dependent Data - an Overview, In ''Proceedings of Winter Simulation 2003'', New Orleans, USA, 2003 | |||
*[Weber et al., 2001] Marc Weber, Marc Alexa, and Wolfgang Müller. Visualizing Time-Series on Spirals, In ''Proceedings of the IEEE Symposium on Information Visualization 2001 (InfoVis 2001)'', p. 7-14, October 2001. | |||
[[Category: Glossary]] | [[Category: Glossary]] |
Latest revision as of 08:31, 31 August 2007
Temporal data refers to data, where changes over time or temporal aspects play a central role or are of interest.
Definitions
Temporal data is data that varies over time.
[Jensen and Snodgrass, 1999]
A temporal data denotes the evolution of an object characteristic over a period of time.
[Daassi and Nigay, 2004]
Time dependent data is characterized by data elements being a function of time. In general, data takes the form
- d = f(t)
For data defined at discrete time stamps ti, this relation can be represented as:
- D = {(t1, d1),( t2, d2), ..., (tn, dn)}
- where
- di = f(ti)
[Müller and Schumann, 2003]
Time-series are a part of the broader field of time-oriented data:
Time series data is characterized by data elements being a function of time. In general, this data takes the following form:
- D = {(t1, y1),( t2, y2), ..., (tn, yn)}
- with
- yi = f(ti)
[Weber et al., 2001]
Synonyms
- temporal data
- time-oriented data
- time-varying data
- time-dependent data
References
- [Daassi et al., 2004] Chaouki Daassi, Laurence Nigay, and Marie-Christine Fauvet. Visualization Process of Temporal Data, Lecture Notes in Computer Science, 3180, Springer-Verlag Heidelberg, 2004.
- [Jensen and Snodgrass, 1999] Christian S. Jensen and Richard T. Snodgrass. Temporal Data Management, IEEE Transactions on Knowledge and Data Engineering, 11:36-44, 1999.
- [Müller and Schumann, 2003] W. Müller and H. S. Schumann. Visualization Methods for Time-dependent Data - an Overview, In Proceedings of Winter Simulation 2003, New Orleans, USA, 2003
- [Weber et al., 2001] Marc Weber, Marc Alexa, and Wolfgang Müller. Visualizing Time-Series on Spirals, In Proceedings of the IEEE Symposium on Information Visualization 2001 (InfoVis 2001), p. 7-14, October 2001.