The State of the Art in Cartograms
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Density-Equalizing Map Projections: Diffusion-Based Algorithm and Applications
Density-equalizing map projections: Diffusion-based algorithm and applications Michael T. Gastner and M. E. J. Newman Physics Department and Center for the Study of Complex Systems,, University of Michigan, Ann Arbor, MI 48109 Abstract Map makers have for many years searched for a way to construct cartograms|maps in which the sizes of geographic regions such as coun- tries or provinces appear in proportion to their population or some sim- ilar property. Such maps are invaluable for the representation of census results, election returns, disease incidence, and many other kinds of hu- man data. Unfortunately, in order to scale regions and still have them fit together, one is normally forced to distort the regions' shapes, po- tentially resulting in maps that are difficult to read. Here we present a technique for making cartograms based on ideas borrowed from elemen- tary physics that is conceptually simple and produces easily readable maps. We illustrate the method with applications to disease and homi- cide cases, energy consumption and production in the United States, and the geographical distribution of stories appearing in the news. 1 2 Michael T. Gastner and M. E. J. Newman 1 Introduction Suppose we wish to represent on a map some data concerning, to take the most common example, the human population. For instance, we might wish to show votes in an election, incidence of a disease, number of cars, televisions, or phones in use, numbers of people falling in one group or another of the population, by age or income, or any other variable of statistical, medical, or demographic interest. -
Cartography. the Definitive Guide to Making Maps, Sample Chapter
Cartograms Cartograms offer a way of accounting for differences in population distribution by modifying the geography. Geography can easily get in the way of making a good Consider the United States map in which thematic map. The advantage of a geographic map is that it states with larger populations will inevitably lead to larger numbers for most population- gives us the greatest recognition of shapes we’re familiar with related variables. but the disadvantage is that the geographic size of the areas has no correlation to the quantitative data shown. The intent However, the more populous states are not of most thematic maps is to provide the reader with a map necessarily the largest states in area, and from which comparisons can be made and so geography is so a map that shows population data in the almost always inappropriate. This fact alone creates problems geographical sense inevitably skews our perception of the distribution of that data for perception and cognition. Accounting for these problems because the geography becomes dominant. might be addressed in many ways such as manipulating the We end up with a misleading map because data itself. Alternatively, instead of changing the data and densely populated states are relatively small maintaining the geography, you can retain the data values but and vice versa. Cartograms will always give modify the geography to create a cartogram. the map reader the correct proportion of the mapped data variable precisely because it modifies the geography to account for the There are four general types of cartogram. They each problem. distort geographical space and account for the disparities caused by unequal distribution of the population among The term cartogramme can be traced to the areas of different sizes. -
Research Initiative 7 Visualization of the Quality of Spatial Information Closing Report
National Center for Geographic NCGIA Information and Analysis ________________________________________________ Research Initiative 7 Visualization of the Quality of Spatial Information Closing Report By M. Kate Beard University of Maine - Orono Barbara P. Buttenfield State University of New York - Buffalo William A. Mackaness University of Maine - Orono May 1994 1 Closing Report—NCGIA Research Initiative 7: Visualization of the Quality of Spatial Information M. K. Beard, B. P. Buttenfield, and W. A. Mackaness Table Of Contents ABSTRACT...................................................................................................................4 OVERVIEW OF THE INITIATIVE ..........................................................................4 Scope of the Initiative.....................................................................................4 Objectives for the Initiative...........................................................................5 Organization and Preparation of the Initiative.........................................6 THE SPECIALIST MEETING.....................................................................................6 Data Quality Components..............................................................................7 Representational Issues..................................................................................7 Data Models and Data Quality Management Issues.................................7 Evaluation Paradigms.....................................................................................8 -
Cartogram Data Projection for Self-Organizing Maps
Cartogram Data Projection for Self-Organizing Maps David H. Brown and Lutz Hamel Dept. of Computer Science and Statistics University of Rhode Island USA Email: [email protected] or [email protected] Abstract— Self-Organizing Maps (SOMs) are often visualized During training, adjustments to each node’s n- by applying Ultsch’s Unified Distance Matrix (U-Matrix) and dimensional values are also partially applied to nodes found labeling the cells of the 2-D grid with training data within a time step sensitive radius of its 2-D grid position. observations. Although powerful and the de facto standard Thus, changes in feature-space values are smoothed, forming visualization for SOMs, this does not provide for two key clusters of similar values within the local neighborhoods on pieces of information when considering real world data mining the 2-D grid. applications: (a) While the U-Matrix indicates the location of Clustering is often indicated by shading each cell to possible clusters on the map, it typically does not accurately indicate the average distance in feature-space of the node to convey the size of the underlying data population within these its 2-D grid neighbors; this is the Unified Distance Matrix clusters. (b) When mapping training data observations onto (U-Matrix) [2]. To map training data to this grid, the node the 2-D grid of the SOM it often occurs that multiple observations are mapped onto a single cell of the grid. Simply nearest in feature-space to a training observation is labeling the observations on a single cell does not provide any identified. -
Using Cluster Analysis Methods for Multivariate Mapping of Traflc Accidents of the World and Also in Turkey
Open Geosci. 2018; 10:772–781 Research Article Open Access Huseyin Zahit Selvi* and Burak Caglar Using cluster analysis methods for multivariate mapping of traflc accidents https://doi.org/10.1515/geo-2018-0060 of the world and also in Turkey. The increase in motor- Received January 25, 2018; accepted August 30, 2018 vehicle ownership is very high in Turkey with 1,272,589 new vehicles registered just in 2015 [1]. When data of Abstract: Many factors affect the occurrence of traffic ac- Turkey for the last 5 years are analysed, it is seen that cidents. The classification and mapping of the different there have been more than 1,000,000 traffic accidents, attributes of the resulting accident are important for the 145,000 of them ended up with death and injury, and prevention of accidents. Multivariate mapping is the vi- nearly 1,060,000 of them resulted in financial damage. sual exploration of multiple attributes using a map or data Due to these accidents 4000 people lose their life on av- reduction technique. More than one attribute can be vi- erage and nearly 250,000 people are injured. sually explored and symbolized using numerous statis- Many factors such as driving mistakes, the number tical classification systems or data reduction techniques. of vehicles, lack of infrastructure etc. influence the occur- In this sense, clustering analysis methods can be used rence of traffic accidents. Many studies were conducted to for multivariate mapping. This study aims to compare the determine the effects of various factors on traffic accidents. multivariate maps produced by the K-means method, K- In this context: Bil et al. -
Cartogram [1883 WORDS]
Vol. 6: Dorling/Cartogram/entry Dorling, D. (forthcoming) Cartogram, Chapter in Monmonier, M., Collier, P., Cook, K., Kimerling, J. and Morrison, J. (Eds) Volume 6 of the History of Cartography: Cartography in the Twentieth Century, Chicago: Chicago University Press. [This is a pre-publication Draft, written in 2006, edited in 2009, edited again in 2012] Cartogram A cartogram can be thought of as a map in which at least one aspect of scale, such as distance or area, is deliberately distorted to be proportional to a variable of interest. In this sense, a conventional equal-area map is a type of area cartogram, and the Mercator projection is a cartogram insofar as it portrays land areas in proportion (albeit non-linearly) to their distances from the equator. According to this definition of cartograms, which treats them as a particular group of map projections, all conventional maps could be considered as cartograms. However, few images usually referred to as cartograms look like conventional maps. Many other definitions have been offered for cartograms. The cartography of cartograms during the twentieth century has been so multifaceted that no solid definition could emerge—and multiple meanings of the word continue to evolve. During the first three quarters of that century, it is likely that most people who drew cartograms believed that they were inventing something new, or at least inventing a new variant. This was because maps that were eventually accepted as cartograms did not arise from cartographic orthodoxy but were instead produced mainly by mavericks. Consequently, they were tolerated only in cartographic textbooks, where they were often dismissed as marginal, map-like objects rather than treated as true maps, and occasionally in the popular press, where they appealed to readers’ sense of irony. -
Cartographic Generalization of Digital Terrain Models
INFORMATION TO USERS This material was produced from a microfilm copy of the original document. While the most advanced technological means to photograph and reproduce this document have been used, the quality is heavily dependent upon the quality of the original submitted. The following explanation of techniques is provided to help you understand markings or patterns which may appear on this reproduction. 1.The sign or "target" for pages apparently lacking from the document photographed is "Missing Page(s)". If it was possible to obtain the missing page(s) or section, they are spliced into the film along with adjacent pages. This may have necessitated cutting thru an image and duplicating adjacent pages to insure you complete continuity. 2. When an image on the film is obliterated with a large round black mark, it is an indication that the photographer suspected that the copy may have moved during exposure and thus cause a blurred image. You willa find good image of the page in the adjacent frame. 3. When a map, drawingor chart, etc., was part of the material being photographed the photographer followed a definite method in "sectioning" the material. It is customary to begin photoing at the upper left hand corner of a large sheet and to continue photoing from left to right in equal sections with a small overlap. If necessary, sectioning is continued again — beginning below the first row and continuing on until complete. 4. The majority of users indicate that the textual content is of greatest value, however, a somewhat higher quality reproduction could be made from "photographs" if essential to the understanding of the dissertation. -
Demographic Data Cartogram U.S
http:// plue.sedac.ciesin.org/ plue/ddcarto Demographic Data Cartogram U.S. Census Data for GIS Users Overview Mapping geographic distributions of socioeconomic data products with remote socioeconomic data is essential for a sensing data on land cover and use. range of Geographic Information System (GIS) users, including re- Data searchers, public agencies, and busi- nesses. A common problem is that DDCarto provides access to boundary data are not readily accessible in data at block, block group, tract, and formats compatible with popular county levels from the 1992 TIGER desktop GIS software packages. Now, (Topographically Integrated Geographic the Demographic Data Cartogram Encoding and Reference) files. These (DDCarto) service provides easy may be linked with more than 200 access to U.S. census boundary data in variables derived from the 1990 U.S. GIS format via the Internet. Census Summary Tape File (STF) 3A. Topics covered include: DDCarto supplies GIS coverages for the U.S in three different formats: • general population • persons by sex, race and age ® • ".bna" (Atlas*GIS ) • households by size, type, and income ® • ".e00" (ARC/INFO ) • families by number of workers ® • ".mid" and ".mif" (MapInfo ) • level of education, occupation World Data Center-A • housing units, age, and value for Human Interactions Users may obtain census geography in the Environment boundaries for any location in the Not all variables are available at the United States. Users may also acquire block level. socioeconomic attribute data for each coverage. The data are accessed from Users CIESIN’s Archive of Census-Related Products. DDCarto is a valuable resource for users DDCarto is one of several services of desktop mapping and GIS software, provided by SEDAC’s Population, including state and local planners, Land Use and Emissions Data Project. -
Msc Thesis Gert-Jan Boos
Centre for Geo-Information Thesis Report GIRS-2013-15 The usability of 3D techniques for multivariate thematic mapping Gert-Jan Boos October 2013 October I II The usability of 3D techniques for multivariate thematic mapping Gert-Jan Boos Registration number 87 01 28 099 100 Supervisors: Dr.ir. Ron van Lammeren A thesis submitted in partial fulfilment of the degree of Master of Science at Wageningen University and Research Centre, The Netherlands. October 2013 Wageningen, The Netherlands Thesis code number: GRS-80436 Thesis Report: GIRS-2013-15 Wageningen University and Research Centre Laboratory of Geo-Information Science and Remote Sensing III IV PREFACE My interest for 3D visualizations started when I worked with ESRI’s CityEngine. This software allows to efficiently model a 3D urban environment using procedural rules. My goal was to learn more about this software and to write a tutorial that could be used by other MGI students. At the same time when I did this assignment as Capita Selecta I was already looking for a suitable thesis topic. When I was discussing CityEngine with Ron van Lammeren he asked me if this program could also be used for the creation of 3D thematic maps. We decided that this question was a good starting point for this thesis. Later when I went through the literature I decided that it would be more feasible to delimit the research and to focus on the 3D cartogram. This was necessary because the available knowledge on the use of 3D for multivariate thematic visualization was limited. The final research compares the 3D cartogram (as well as the cartogram and the value-by-alpha) with the choropleth technique. -
Types of Projections
Types of Projections Conic Cylindrical Planar Pseudocylindrical Conic Projection In flattened form a conic projection produces a roughly semicircular map with the area below the apex of the cone at its center. When the central point is either of Earth's poles, parallels appear as concentric arcs and meridians as straight lines radiating from the center. Usually used for maps of countries or continents in the middle latitudes (30-60 degrees) Cylindrical Projection A cylindrical projection is a type of map in which a cylinder is wrapped around a sphere (the globe), and the details of the globe are projected onto the cylindrical surface. Then, the cylinder is unwrapped into a flat surface, yielding a rectangular-shaped map. Generally used for navigation, but this map is very distorted at the poles. Very Northern Hemisphere oriented. Planar (Azimuthal) Projection Planar projections are the subset of 3D graphical projections constructed by linearly mapping points in three-dimensional space to points on a two-dimensional projection plane. Generally used for polar maps. Focused on a central point. Outside edge is distorted Oval / Pseudo-cylindrical Projection Pseudo-cylindrical maps combine many cylindrical maps together. This reduces distortion. Each cylinder is focused on a particular latitude line. Generally used to show world phenomenon or movement – quite accurate because it is computer generated. Famous Map Projections Mercator Winkel-Tripel Sinusoidal Goode’s Interrupted Homolosine Robinson Mollweide Mercator The Mercator projection is a cylindrical map projection presented by the Flemish geographer and cartographer Gerardus Mercator in 1569. this map accurately shows the true distance and the shapes of landmasses, but as you move away from the equator the size and distance is distorted. -
THE FLUID CITY by MEHMET EMRAH DURULAN Submitted To
THE FLUID CITY by MEHMET EMRAH DURULAN Submitted to the Graduate School of Arts and Social Sciences in partial fulfillment of the requirements for the degree of Master of Arts Sabancı University Spring 2006 THE FLUID CITY APPROVED BY: Elif Emine Ayiter …………………………. (Dissertation Supervisor) Murat Germen …………………………. Selim Balcısoy …………………………. DATE OF APPROVAL: …………………………. © Mehmet Emrah Durulan 2006 All Rights Reserved ABSTRACT Maps are abstract objects symbolically representing actual places and objects. Information richness or a multivariate map indicates relationships within itself, thus enabling comparison to add the meaningfulness of the map. This thesis describes the conceptualization, design, and implementation of a multilayered, public, and dynamic 3D map system that allows users to participate in its construction through collection and input of the data needed for the task. In aiming to provide a historic framework for the project "The Fluid City", a brief history of cartography and types of maps, geographic information systems, digital elevation models, information visualization techniques for geographic and elevation data, as well as a survey history of Istanbul and her historic maps are briefly explained. The project proposes an alternative reading of the city of Istanbul, her dreams, and the personal mythologies of her many inhabitants. iv ÖZET Haritalar yeryüzü mekanlarını ve nesnelerini sembolik öğelerden yararlanarak sunan soyut araçlardır. Bilgi zengini ya da çok değişkenli haritalar, sunduğu nesneler arasındaki ilişkileri -
Efficient Cartogram Generation : a Comparison
Efficient Cartogram Generation: A Comparison Daniel A. Keim, Stephen C. North∗, Christian Pansey,Jorn¨ Schneidewindz Abstract In the cartogram, the area of the states is scaled to their population, so it reveals the close result of a presidential Cartograms are a well-known technique for showing election more effectively than the professionally designed geography-related statistical information, such as popula- map in figure 1(a). For a cartogram to be effective, a human tion demographics and epidemiological data. The basic being must be able to quickly understand the displayed idea is to distort a map by resizing its regions according data and relate it to the original map. Recognition depends to a statistical parameter, but in a way that keeps the map on preserving basic properties, such as shape, orientation, recognizable. In this paper, we deal with the problem of and contiguity. This, however, is difficult to achieve and it making continuous cartograms that strictly retain the topol- has been shown that the cartogram problem is unsolvable ogy of the input mesh. We compare two algorithms to solve in the general case [4]. Even when allowing errors in the the continuous cartogram problem. The first one uses an shape and area representations, we are left with a difficult iterative relocation of the vertices based on scanlines. The simultaneous optimization problem for which currently second one is based on the Gridfit technique, which uses available algorithms are very time-consuming. pixel-based distortion based on a quadtree-like data struc- ture. The Cartogram Problem The cartogram problem can be defined as a map deformation problem.