1
Abstract How does it arise in data Surveys being conducted Conclusions Conclusions Abstract The work being done A visual example: Symbols fall into two categories Symbols will be placed at point locations Currently, there is no clear conclusion as to how data quality should be depicted, and this has been recognized as an important challenge to the visualization field (Wittenbrink et al. 1996). There have been numerous suggestions, but there has been little testing of these proposed methods (MacEachren 1997). In order to address this need, fifteen sets of symbols have been designed that aim to communicate a data value as well as its corresponding degree of certainty. These symbols were developed based upon ideas posed in the cartographic literature from the authors MacEachren, Schweizer and Goodchild, Leitner and Buttenfield, Drecki, Wittenbrink, Pang, and Lodha, Deitrick and Edsall, and Cliburn et al.. Intrinsic symbols modify a characteristic of the symbol such as opacity, shape, or texture to portray uncertainty, while extrinsic symbols use additional geometry. Moderately Dry, High Certainty Moderately Dry, Low Certainty Moderately Dry, Medium Certainty Extremely Dry, High Certainty Extremely Dry, Low Certainty Extremely Dry, Medium Certainty Moderately Wet, High Certainty Moderately Wet, Low Certainty Moderately Wet, Medium Certainty Informed Decisions Predictable Outcomes Understanding Background information Subject Actions Uncertainty Data reliability Enhanced Deci- sion Making Data Maps + Decisions Decisions Decisions Decisions Uncertainty occurs when you lack a complete understanding and background information about a subject. It makes it difficult to make informed decisions and judge outcomes. What is uncertainty? E F 1/2 E F 1/2 Why communicate it? Why communicate it? Intuitive abilities of symbols All of the symbol sets (left) and symbols (right) that appeared in the survey Intuitive abilities of symbol sets Feedback regarding participant’s perceived effectiveness of the symbols Maybe the inaccuracy was not disclosed to you Maybe it was and you prefer just to ignore it Uncertainty info is disclosed and you take it into account Your fueling habits are altered You borrow a car with an inaccurate gas gauge. Its true to within a quarter tank of the needle. Dipping below a quarter tank is risky business. Are you keen on running out of gas? Knowing about the uncertainty leads to informed decisions and helps you avoid running out of gas. Information always carries some degree of uncertainty. Therefore, if a decision support systems uses a map to communicate, should it not convey the data’s reliability to allow for optimal decisions? An example: Decision Support Tools Decision Makers Aid in decision making BUT... Experience difficulty communicating data uncertainties Individuals participating in various forms of management seek information to guide their learning, understanding, and decision-making. Web based decision support tools facilitate this, but often fail to provide any measure of the presented data’s reliability. Therefore, decision support systems (D'S) put managers in contact with data of varying degrees of reliability, as uncertainty is unavoidable and inherent in information. Decision support systems (DSS’s) increasingly communicate through information visuals such as maps. When viewing a map, it is often assumed that all the data presented is truthful and accurate. This is never quite the case, however, as maps are just simplified representations of reality. Cartography faces the challenge of communicating data’s reliability in order to enhance decision making. Interpolation Example Natural Phenomenon Synthesized Understanding of Natural Phenomenon Collection Examination Presentation Communicating Data Certainty on Maps cisa Poster by Jay Fowler Special thanks to Dr. Sarah Battersby for all of the insight, knowledge and encouragement Data that is being analyzed varies in reliability. This may be due to human error such as incorrectly measuring a phenomenon, or due to instrument error if a certain tool is not working correctly. Data is often manipulated introducing error. Examples of this are interpolation and extrapolation, two methods producing results that are not completely accurate. It is impossible to perfectly capture and represent the complexities of reality on a map. As data is collected, examined, and presented, uncertainties compound. A cluster of data points with medium level certainty Two clusters of data points with low to medium level certainty Data Certainty shown Through Symbol Opacity High Certainty Low Certainty q00 rb_low q01 rb_low q02 rb_low q03 rb_low q04 rb_low q05 rb_medium q06 rb_medium q07 rb_medium q08 rb_medium q09 rb_medium q10 rb_high q11 rb_high q12 rb_high q13 rb_high q14 rb_high q15 rb_low q16 rb_low q17 rb_low q18 rb_low q19 rb_low q20 rb_medium q21 rb_medium q22 rb_medium q23 rb_medium q24 rb_medium q25 rb_low q26 rb_low q27 rb_low q28 rb_low q29 rb_low q30 rb_low q31 rb_low q32 rb_low q33 rb_low q34 rb_low q35 rb_medium q36 rb_medium q37 rb_medium q38 rb_medium q39 rb_medium q40 rb_medium q41 rb_medium q42 rb_medium q43 rb_medium q44 rb_medium q45 rb_high q46 rb_high q47 rb_high q48 rb_high q49 rb_high q50 rb_low q51 rb_low q52 rb_low q53 rb_low q54 rb_low q55 rb_medium q56 rb_medium q57 rb_medium q58 rb_medium q59 rb_medium q60 rb_low q61 rb_low q62 rb_low q63 rb_low q64 rb_low q65 rb_medium q66 rb_medium q67 rb_medium q68 rb_medium q69 rb_medium q70 rb_low q71 rb_low q72 rb_low q73 rb_low q74 rb_low q75 rb_low q76 rb_low q77 rb_low q78 rb_low q79 rb_low q80 rb_medium q81 rb_medium q82 rb_medium q83 rb_medium q84 rb_medium q85 rb_low q86 rb_low q87 rb_low q88 rb_low q89 rb_low q90 rb_medium q91 rb_medium q92 rb_medium q93 rb_medium q94 rb_medium q95 rb_low q96 rb_low q97 rb_low q98 rb_low q99 rb_low q100 rb_medium q101 rb_medium q102 rb_medium q103 rb_medium q104 rb_medium q105 rb_low q106 rb_low q107 rb_low q108 rb_low q109 rb_low q110 rb_medium q111 rb_medium q112 rb_medium q113 rb_medium q114 rb_medium q115 rb_low q116 rb_low q117 rb_low q118 rb_low q119 rb_low q120 rb_medium q121 rb_medium q122 rb_medium q123 rb_medium q124 rb_medium q125 rb_medium q126 rb_medium q127 rb_medium q128 rb_medium q129 rb_medium q130 rb_low q131 rb_low q132 rb_low q133 rb_low q134 rb_low q135 rb_medium q136 rb_medium q137 rb_medium q138 rb_medium q139 rb_medium q140 rb_high q141 rb_high q142 rb_high q143 rb_medium q144 rb_medium q145 rb_medium q146 rb_low q147 rb_low q148 rb_low q01 q02 q03 q04 q05 q06 q07 q08 q09 q10 q11 q12 q13 q14 q15 q16 q17 q18 q19 q20 q21 q22 q23 q24 q25 q26 q27 q28 q29 q30 q31 q32 q33 q34 q35 q36 q37 q38 q39 q40 q41 q42 q43 q44 q45 q46 q47 q48 q49 q50 q51 q52 q53 q54 q55 q56 q57 q58 q59 q60 q61 q62 q63 q64 q65 q66 q67 q68 The second survey will place the most successful symbol sets from study one on maps for re-evaluation. Generating results from a testing environment similar to what decision-makers actually experience is desired (Hope and Hunter 2007). Two separate human-subject surveys are being conducted evaluating symbol performance. The first is a comprehensive evaluation of all fifteen sets of symbols. It examines: Study Two High Certainty Low Certainty Legend Extremely Dry Moderately Dry Regular Moderately Wet Extremely Wet Characterize the drought within the circle Characterize the related data certainty within the circle Extremely Dry Moderately Dry Regular Moderately Wet Extremely Wet High Certainty Medium Certainty Low Certainty Communicating uncertainty is important, but there is limited knowledge and studies examining comprehensively the best way to do this on a map. The proposed effectiveness testing will provide valuable information to the uncertainty visualization community and allow for better communication with individuals using decision support tools and maps. Cliburn, D. C., J. J. Feddema, et al. (2002). "Design and evaluation of a decision support system in a water balance application." Computers & Graphics-Uk 26(6): 931-949. Deitrick, S. and R. Edsall (2008). "Making Uncertainty Usable: Approaches for Visualizing Uncertainty Information." Geographic Visualization: Concepts, Tools and Applications. Drecki, I. (2002). "Visualization of Uncertainty in Geographical Data." Spatial Data Quality(W. Shi, P. Fisher, and M. Goodchild (eds)): 140-159. Hope, S. and G. J. Hunter (2007). "Testing the effects of positional uncertainty on spatial decision-making." International Journal of Geographical Information Science 21(6): 645-665. Leitner, M. and B. P. Buttenfield (2000). "Guidelines for the display of attribute certainty." Cartography and Geographic Information Science 27(1): 3-14. MacEachren, A. M. and M. J. Kraak (1997). "Exploratory cartographic visualization: Advancing the agenda." Computers & Geosciences 23(4): 335-343. Pang, A. T., C. M. Wittenbrink, et al. (1997). "Approaches to uncertainty visualization." Visual Computer 13(8): 370-390. Penrod, J. (2001). "Refinement of the concept of uncertainty." Journal of Advanced Nursing 34(2): 238-245. Schweizer, D. M. and M. F. Goodchild (1992). "Data quality and choropleth maps: An experiment with the use of color." Proceedings, GIS/LIS '92, San Jose, California. ACSM and ASPRS, Washington, D.C. : 686-699. Wittenbrink, C. M., A. T. Pang, et al. (1996). "Glyphs for visualizing uncertainty in vector fields." Ieee Transactions on Visualization and Computer Graphics 2(3): 266-279.

Communicating Data Certainty on Maps cisaartsandsciences.sc.edu/geog/research/cisa/Pubs...Currently, there is no clear conclusion as to how data quality should be depicted, and this

  • Upload
    others

  • View
    1

  • Download
    0

Embed Size (px)

Citation preview

Page 1: Communicating Data Certainty on Maps cisaartsandsciences.sc.edu/geog/research/cisa/Pubs...Currently, there is no clear conclusion as to how data quality should be depicted, and this

Abstract

How does it arise in data

Surveys being conducted

ConclusionsConclusions

Abstract

The work being done

A visual example:

Symbols fall into two categories

Symbols will be placed at point locations

Currently, there is no clear conclusion as to how data quality should be depicted, and this has been recognized as an important challenge to the visualization field (Wittenbrink et al. 1996). There have been numerous suggestions, but there has been little testing of these proposed methods (MacEachren 1997). In order to address this need, fifteen sets of symbols have been designed that aim to communicate a data value as well as its corresponding degree of certainty. These symbols were developed based upon ideas posed in the cartographic literature from the authors MacEachren, Schweizer and Goodchild, Leitner and Buttenfield, Drecki, Wittenbrink, Pang, and Lodha, Deitrick and Edsall, and Cliburn et al..

Intrinsic symbols modify a characteristic of the symbol such as opacity, shape, or texture to portray uncertainty, while extrinsic symbols use additional geometry.

Moderately Dry,High Certainty

Moderately Dry, Low Certainty

Moderately Dry,Medium Certainty

Extremely Dry,High Certainty

Extremely Dry, Low Certainty

Extremely Dry,Medium Certainty

Moderately Wet,High Certainty

Moderately Wet, Low Certainty

Moderately Wet,Medium Certainty

Informed Decisions

Predictable Outcomes

Understanding

Background informationSubject

Actions

Uncertainty

Data reliability

Enhanced Deci-sion Making

DataMaps

+

Decisions

Decisions

Decisions

Decisions

Uncertainty occurs when you lack a complete understanding and background information about a subject. It makes it difficult to make informed decisions and judge outcomes.

What is uncertainty?

E F

1/2

E F

1/2

Why communicate it?Why communicate it?

Intuitive abilities of symbols

All of the symbol sets (left) and symbols (right) that appeared in the

survey

Intuitive abilities of symbol sets

Feedback regarding participant’s perceived effectiveness of the symbols

Maybe the inaccuracy was not disclosed to you Maybe it was and you prefer just to ignore it

Uncertainty info is disclosed and you take it into accountYour fueling habits are altered

You borrow a car with an inaccurate gas gauge. Its true to within a quarter tank of the needle.

Dipping below a quarter tank is risky business. Are you keen on running out of gas?

Knowing about the uncertainty leads to informed decisionsand helps you avoid running out of gas.

Information always carries some degree of uncertainty. Therefore, if a decision support systems uses a map to communicate, should it not convey the data’s reliability to allow for optimal decisions?

An example:

Decision Support ToolsDecision Makers

Aid in decision making

BUT... Experience difficulty communicating data uncertainties

Individuals participating in various forms of management seek information to guide their learning, understanding, and decision-making. Web based decision support tools facilitate this, but often fail to provide any measure of the presented data’s reliability. Therefore, decision support systems (D'S) put managers in contact with data of varying degrees of reliability, as uncertainty is unavoidable and inherent in information.

Decision support systems (DSS’s) increasingly communicate through information visuals such as maps. When viewing a map, it is often assumed that all the data presented is truthful and accurate. This is never quite the case, however, as maps are just simplified representations of reality. Cartography faces the challenge of communicating data’s reliability in order to enhance decision making.

Interpolation Example

Natural Phenomenon

Synthesized Understanding of

Natural Phenomenon

Collection

Examination

Presentation

Communicating Data Certainty on Maps cisaPoster by Jay Fowler

Special thanks to Dr. Sarah Battersby for all of the insight, knowledge and encouragement

Data that is being analyzed varies in reliability. This may be due to human error such as incorrectly measuring a phenomenon, or due to instrument error if a certain tool is not working correctly.

Data is often manipulated introducing error. Examples of this are interpolation and extrapolation, two methods producing results that are not completely accurate.

It is impossible to perfectly capture and represent the complexities of reality on a map.

As data is collected, examined, and presented, uncertainties compound.

A cluster of data points with medium level certainty

Two clusters of data points with low to medium level certainty

Data Certainty shown Through Symbol Opacity

High Certainty

Low Certainty

q00 rb_lowq01 rb_lowq02 rb_lowq03 rb_lowq04 rb_lowq05 rb_mediumq06 rb_mediumq07 rb_mediumq08 rb_mediumq09 rb_mediumq10 rb_highq11 rb_highq12 rb_highq13 rb_highq14 rb_highq15 rb_lowq16 rb_lowq17 rb_lowq18 rb_lowq19 rb_lowq20 rb_mediumq21 rb_mediumq22 rb_mediumq23 rb_mediumq24 rb_mediumq25 rb_lowq26 rb_lowq27 rb_lowq28 rb_lowq29 rb_lowq30 rb_lowq31 rb_lowq32 rb_lowq33 rb_lowq34 rb_lowq35 rb_mediumq36 rb_mediumq37 rb_mediumq38 rb_mediumq39 rb_mediumq40 rb_mediumq41 rb_mediumq42 rb_mediumq43 rb_mediumq44 rb_mediumq45 rb_highq46 rb_highq47 rb_highq48 rb_highq49 rb_highq50 rb_lowq51 rb_lowq52 rb_lowq53 rb_lowq54 rb_lowq55 rb_mediumq56 rb_mediumq57 rb_mediumq58 rb_mediumq59 rb_mediumq60 rb_lowq61 rb_lowq62 rb_lowq63 rb_lowq64 rb_lowq65 rb_mediumq66 rb_mediumq67 rb_mediumq68 rb_mediumq69 rb_mediumq70 rb_lowq71 rb_lowq72 rb_lowq73 rb_lowq74 rb_lowq75 rb_lowq76 rb_lowq77 rb_lowq78 rb_lowq79 rb_lowq80 rb_mediumq81 rb_mediumq82 rb_mediumq83 rb_mediumq84 rb_mediumq85 rb_lowq86 rb_lowq87 rb_lowq88 rb_lowq89 rb_lowq90 rb_mediumq91 rb_mediumq92 rb_mediumq93 rb_mediumq94 rb_mediumq95 rb_lowq96 rb_lowq97 rb_lowq98 rb_lowq99 rb_low

q100 rb_mediumq101 rb_mediumq102 rb_mediumq103 rb_mediumq104 rb_mediumq105 rb_lowq106 rb_lowq107 rb_lowq108 rb_lowq109 rb_lowq110 rb_mediumq111 rb_mediumq112 rb_mediumq113 rb_mediumq114 rb_mediumq115 rb_lowq116 rb_lowq117 rb_lowq118 rb_lowq119 rb_lowq120 rb_mediumq121 rb_mediumq122 rb_mediumq123 rb_mediumq124 rb_mediumq125 rb_mediumq126 rb_mediumq127 rb_mediumq128 rb_mediumq129 rb_mediumq130 rb_lowq131 rb_lowq132 rb_lowq133 rb_lowq134 rb_lowq135 rb_mediumq136 rb_mediumq137 rb_mediumq138 rb_mediumq139 rb_mediumq140 rb_highq141 rb_highq142 rb_highq143 rb_mediumq144 rb_mediumq145 rb_mediumq146 rb_lowq147 rb_lowq148 rb_low

q01

q02

q03

q04

q05

q06

q07

q08

q09

q10

q11

q12

q13

q14

q15

q16

q17

q18

q19

q20

q21

q22

q23

q24

q25

q26

q27

q28

q29

q30

q31

q32

q33

q34

q35

q36

q37

q38

q39

q40

q41

q42

q43

q44

q45

q46

q47

q48

q49

q50

q51

q52

q53

q54

q55

q56

q57

q58

q59

q60

q61

q62

q63

q64

q65

q66

q67

q67q68

The second survey will place the most successful symbol sets from study one on maps for re-evaluation. Generating results from a testing environment similar to what decision-makers actually experience is desired (Hope and Hunter 2007).

Two separate human-subject surveys are being conducted evaluating symbol performance. The first is a comprehensive evaluation of all fifteen sets of symbols. It examines:

Study Two

High Certainty

Low Certainty

LegendExtremely Dry

Moderately Dry

Regular

Moderately Wet

Extremely Wet

Characterize the drought within the circle

Characterize the related data certainty within the circle

Extremely Dry

Moderately Dry

Regular

Moderately Wet

Extremely Wet

High Certainty

Medium Certainty

Low Certainty

Communicating uncertainty is important, but there is limited knowledge and studies examining comprehensively the best way to do this on a map. The proposed effectiveness testing will provide valuable information to the uncertainty visualization community and allow for better communication with individuals using decision support tools and maps.

Cliburn, D. C., J. J. Feddema, et al. (2002). "Design and evaluation of a decision support system in a water balance application." Computers & Graphics-Uk 26(6): 931-949.Deitrick, S. and R. Edsall (2008). "Making Uncertainty Usable: Approaches for Visualizing Uncertainty Information." Geographic Visualization: Concepts, Tools and Applications.Drecki, I. (2002). "Visualization of Uncertainty in Geographical Data." Spatial Data Quality(W. Shi, P. Fisher, and M. Goodchild (eds)): 140-159.Hope, S. and G. J. Hunter (2007). "Testing the effects of positional uncertainty on spatial decision-making." International Journal of Geographical Information Science 21(6): 645-665.Leitner, M. and B. P. Buttenfield (2000). "Guidelines for the display of attribute certainty." Cartography and Geographic Information Science 27(1): 3-14.MacEachren, A. M. and M. J. Kraak (1997). "Exploratory cartographic visualization: Advancing the agenda." Computers & Geosciences 23(4): 335-343.Pang, A. T., C. M. Wittenbrink, et al. (1997). "Approaches to uncertainty visualization." Visual Computer 13(8): 370-390.Penrod, J. (2001). "Refinement of the concept of uncertainty." Journal of Advanced Nursing 34(2): 238-245.Schweizer, D. M. and M. F. Goodchild (1992). "Data quality and choropleth maps: An experiment with the use of color." Proceedings, GIS/LIS '92, San Jose, California. ACSM and ASPRS, Washington, D.C. : 686-699.Wittenbrink, C. M., A. T. Pang, et al. (1996). "Glyphs for visualizing uncertainty in vector fields." Ieee Transactions on Visualization and Computer Graphics 2(3): 266-279.