This commentary is a summary of a peer-reviewed article published in Space Policy, included here with the permission of the editors.[i]
Introduction: Growth of the Space Situational Awareness Sector
Space situational awareness (SSA) – the ability to monitor where objects are in space and where they will be in the near future – is critical to predicting and avoiding potential collisions in space, and to ensuring the long-term safety and sustainability of the space environment. This capability is growing in both complexity and importance as the number of space objects increases and as nations continue to develop and test counterspace weapons.
As of 2022, the United States military maintains the most advanced SSA capability in the world. However, there are a number of other nations and commercial entities that are improving existing SSA systems or developing new SSA capabilities. Many of these entities have formed partnerships or other connections to allow SSA data sharing. Such partnerships can provide significant benefits to the entities involved both in terms of improved capabilities and shared understanding.
SSA products and services depend on high-quality observations of objects in space. These products and services can be improved if observations are taken more frequently, from more different locations on the ground, or with more different types of instruments. Partnerships that facilitate data sharing can allow SSA providers to increase the volume and type of observations they use in their analysis, thus improving the resulting data and products. Data is not the only factor that affects SSA capabilities – algorithms and computing capabilities also play important roles, for example – but high-quality data is a key component for creating a high-quality output.
Partnerships also allow entities to create a shared understanding of the space environment. Existing research has shown that existing SSA systems produce different results regarding the current and future location of individual spacecraft.[1] These differences can cause significant issues when spacecraft operators attempt to use this information to identify and avoid potential collisions in space or to plan maneuvers to avoid collisions. Different understandings of the location of space objects could also complicate efforts to attribute attacks on space objects, and this uncertainty can decrease deterrence. Partnerships that enable the sharing of SSA data and products can help alleviate these issues and ensure that space operators have a common understanding of the state of the space environment.
Methodology: Social Network Analysis
To understand how partnerships tie together the global SSA sector, this paper uses social network analysis. Social network analysis emphasizes the structure of an organization or network and asserts that an actor’s position within a network can help determine the constraints and opportunities encountered by that actor. The structure of the network also affects the group as a whole: ‘what happens to a group of actors is in part a function of the structure of connections among them’.[2]
In the field of international relations, scholars have used social network analysis to analyze how access and brokerage, as determined by network position, are related to an actor’s power. It can also be used to examine how an actor can enhance or exploit their network position.[3] A common way to analyze networks focuses on measurements of how ‘central’ an actor is within the network. Studies have shown that various types of centrality are correlated with outcomes such as improved innovation, efficiency, influence, and power.[4]
The two key elements necessary to define a network are nodes and edges. In this study, nodes represent individual entities that operated in the global spaces situational awareness sector in 2020 as either a provider of SSA data, services, or products; a user of SSA data, services, or products; or both. One exception is that individual spacecraft operators are condensed into one node. This is done to enable the study to capture cases where SSA data is provided to satellite operators, without attempting to document each individual data purchase or transfer agreement, which are not typically made publicly available. This study includes a total of 74 nodes, made up of 42 government organizations, 25 commercial entities, 5 international organizations, and 2 nonprofit organizations. The 74 organizations are associated with a total of 44 countries. 52 of the 74 entities operate their own SSA sensors.
The analysis also includes 274 edges. Edges are individual connections between the nodes. In the context of this analysis, an edge represents a transfer of SSA data, information, products, or services from one node to another. For example, a line from Node A to Node B, with the direction indicated by an arrow, would mean that Node A provides SSA data or information to Node B. If Node B also provides information to Node B, a second line with an arrow would be included in the opposite direction. Only exchanges that are clearly documented in publicly available sources or identified in personal interviews are included in this analysis. Using this method, a network analysis diagram was established using Gephi, an open-source software package. (Additional details on the methodology and data collection can be found in the full article.)
Analysis: Network Approach to the Space Situational Awareness Sector
The global SSA sector network diagram shows a number of interesting features of this ecosystem. First, the United States stands out as a central actor in this sector. This is expected, given the significant capacity of the U.S. SSA system, particularly its SSA Data Sharing Program, which facilitates sharing of SSA data with spacecraft operators around the world free of charge. Other clusters are visible, as well. These tend to align with five international organizations involved in SSA activities. There are tight partnerships among nations involved in the European Union and European Space Agency SSA programs. The European Incoherent Scatter Radar (EISCAT) organization ties European countries to a number of other nations. The Chinese-led Asia-Pacific Space Cooperation Organization (APSCO) and the Russian-led International Scientific Optical Network (ISON) have also built a cluster of partnerships, both of which include nations not well connected to other parts of the network.
![SSA](/ideas/Assets/Images/Space-Policy/SSA.png)
Fig. 1. Network diagram of the global space situational awareness sector in 2020. This network diagram includes 74 nodes, with colors distinguishing government, commercial, international, and nonprofit organizations within the global SSA sector. The diagram also includes 274 edges, representing data flows among these entities.
Quantitative analysis of the network focuses on four different types of measurements of centrality. The first, degree centrality, is calculated based on the total number of edges connected to each node. High degree centrality is typically associated with innovation and influence. The United States leads in this measure, with nearly double the number of connections of any other entity. ESA and the EU come in second and third, respectively, followed by France and Germany. ISON comes in sixth on this list. The Space Data Association, a non-profit organization that facilitates SSA data sharing among spacecraft operators, is seventh on the list. The commercial firm AGI also makes it into the top 10.
Table 1. Top ten entities by degree centrality
![](data:image/png;base64,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)
Degree centrality can be split into in-degree centrality, which measures the number of edges representing data or information flowing into the node, and out-degree centrality, which measures the number of edges representing data or information flowing out of the node. When considering in-degree centrality, the node representing individual satellite operators jumps to number four on the list. This suggests that individual operators are choosing to take advantage of a wide variety of SSA data and information sources. The willingness of these entities to consider diverse sources of information bodes well for new actors in this sector that will rely on satellite operators to make up a portion of their customer base.
Out-degree centrality is particularly important for measuring influence within the network. The entities that are sending data and information out to others help to establish those entities’ understanding of the space environment. An entity that provides information to a large number of entities will be able to create a shared understanding of the space environment among a larger community of actors, enabling smoother coordination of space traffic issues and more rapid agreement on issues such as attribution. Once again, the United States and ESA top this list. The Russian-led ISON jumps to number five. The commercial firms ExoAnalytic Solutions and LeoLabs also make the top ten, representing the growing influence of the commercial SSA sector.
Another measure, eigenvector centrality, takes into account not only the number of connections an individual node has, but also whether those partner nodes are themselves well connected. The United States remains the leader here, but the rest of the top 10 is filled with European organizations and nations. This reflects the tight interconnections among European nations that tend to have both bilateral partnerships with each other as well as connections through one or more international programs (such as those organized by ESA, the European Union, or EISCAT). These tight interconnections can help to reinforce connections and understanding among partners. However, they can also limit the amount of truly unique information that participants receive, potentially creating an echo chamber that can limit innovation.
Betweenness centrality measures the number of times a node lies on the shortest path between two other nodes. Entities with a high betweenness centrality often act as bridges within a network, partnering with diverse entities and providing unique connections. The fact that the United States, ESA, and the EU still appear in the top 10 on this list suggests that they are succeeding in making connections beyond their traditional partners. ISON jumps to second place in this measure, and the Chinese-led APSCO comes in fourth. This suggests that, while these entities do not always rank highly on more straightforward measures of centrality, they have been successful in bringing in new actors to the SSA sector. Among these groups, they may have outsized influence, serving as a primary source of data as well as an intermediary for access to other parts of the network.
Table 2. Top ten entities by four measures of centrality.
![](data:image/png;base64,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)
The final measure considered here, closeness centrality, is based on the average length of the path to all other nodes in the network. Closeness centrality is associated with independence and efficiency – a node that is well-connected in this way can access data from many other sources or disseminate its own information quickly with few intermediaries. Under this measure, the United States and European entities once again dominate the top 10. The Space Data Association comes in at number six on the list. These entities should be able to efficiently aggregate SSA data from many sources. They should also have a relative advantage in sharing their understanding of the space environment with many actors.
Discussion and Conclusion
As we look at the future evolution of the global SSA sector, this analysis can help actors understand and affect their position within the network. Entities such as the United States and Europe may choose to further solidify the strong connections they have among their allies. However, they may better increase their global influence by seeking to make connections with non-traditional space actors and other entities not already active in this area, as Russia and China have done. The commercial sector may be buoyed by the apparent willingness of private actors, as well as many nations and other organizations, to seek out diverse sources of SSA information. In addition, commercial actors may have an advantage in making connections among entities that would have difficulty connecting directly due to geopolitical issues. These types of connections could play an important role in generating a shared understanding of the space environment not only among like-minded nations, but among a more diverse set of actors. Close attention to global trends in partnerships and data exchanges will be important. These partnerships will affect global SSA capabilities overall, and ultimately, the sustainability of the space environment for all users.
Acknowledgements
This work was supported by a grant from the Georgia Tech Research Institute (GTRI) HIVES program. I also wish to thank Ben Riley and others involved in the program for their substantive input and feedback in developing this work.
About the Author
Mariel Borowitz is an Associate Professor in the Sam Nunn School of International Affairs at the Georgia Institute of Technology and head of the Nunn School Program on International Affairs, Science, and Technology. Her research deals with international space policy issues, focusing particularly on global developments related to remote sensing satellites and challenges to space security and sustainability. Her book, “Open Space: The Global Effort for Open Access to Environmental Satellite Data," published by MIT Press, examines trends in the development of data sharing policies governing Earth observing satellites, as well as interactions with the growing commercail remote sensing sector. Her work has been published in Science, Strategic Studies Quarterly, Space Policy, Astropolitics, and New Space. Her research has been supported by grants from the National Science Foundation and the National Aeronautics and Space Administration.
References
[1] Moriba Jah, Space Sustainability and Monitoring Space Object Behavior, Presentation, Swissnex Day 2019, December 11, 2019. [2] Stephen P. Borgatti, Martin G. Everett, Jeffrey C. Johnson, Analyzing Social Networks, Sage, 2018. [3] Hafner-Burton, M. Emilie, Miles Kahler, Alexander H. Montgomery, Network Analysis for International Relations, International organization, 2009, pp. 559-592. www.jstor.org/stable/40345947. [4] Walter W. Powell, Kenneth W. Koput, Laurel Smith-Doerr, Interorganizational collaboration and the locus of innovation: networks of learning in biotechnology, Adm. Sci. Q. (1996) 116e145, https://doi.org/10.2307/2393988.Daniel J. Brass, Being in the right place: a structural analysis of individual influence in an organization, Adm. Sci. Q. (1984) 518e539, https://doi.org/10.2307/2392937.Andrew V. Shipilov, Stan Xiao Li, Can you have your cake and eat it too? Structural holes' influence on status accumulation and market performance in collaborative networks, Adm. Sci. Q. 53 (1) (2008) 73e108, https://doi.org/ 10.2189/asqu.53.1.73.
[i] Mariel Borowitz, Examining the Growth of the Global Space Situational Awareness Sector: A Network Analysis Approach,Space Policy,Volume 59, 2022, 101444, ISSN 0265-9646, https://doi.org/10.1016/j.spacepol.2021.101444.