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Beneath the surface, below the line: Exploring household differentiation at Las Cuevas using Gini coefficients

Published online by Cambridge University Press:  28 March 2024

Shane Montgomery*
Affiliation:
Department of Anthropology and Archaeology, University of Calgary, Calgary, Alberta, Canada
Holley Moyes
Affiliation:
Department of Anthropology and Heritage Studies, School of Social Sciences, Humanities and Arts, University of California, Merced, California, United States
*
Corresponding author: Shane Montgomery; Email: [email protected]
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Abstract

During the Late Classic period (a.d. 550–900), ancient Maya settlement spread throughout western Belize, including the Vaca Plateau, a rugged karstic region with high densities of ritually utilized cave systems. Within the past decade, archaeologists have increasingly drawn on LiDAR technology to document the extent of such settlement at local and regional scales. Combined with traditional pedestrian survey, we have begun to amass substantial data on variation within household groups, disparities which may indicate inequality within these communities. Here, we use settlement data generated from the Las Cuevas region to quantify residential variation through Gini coefficients and Lorenz curves. Special attention is given to areal and volumetric deviation of identified households within three samples: (1) the complete 95.25 km2 study area; (2) a 12.25 km2 zone of higher population between the primary centers of Las Cuevas and Monkey Tail; and (3) households situated within 500 m of ritually utilized caves within the study area. Results indicate some degree of variation within household area and volume for all samples, suggestive of unequal access to labor within the region. This research adds to the growing database of Gini-based analyses to improve our understanding of wealth differentials within pre-modern populations throughout the Lowlands.

Resumen

Resumen

Durante el período clásico tardío (550–900 d.C.), los antiguos asentamientos mayas se extendieron por todo el oeste de Belice, incluida la meseta de Vaca, una región kárstica escarpada con una alta densidad de sistemas de cuevas de uso ritual. En la última década, los arqueólogos han utilizado cada vez más la tecnología LiDAR para documentar la extensión de estos asentamientos a nivel local y regional. En combinación con la encuesta tradicional a pie, hemos empezado a acumular datos sustanciales sobre la variación dentro de los grupos de hogares, disparidades que pueden indicar la desigualdad dentro de estas comunidades.

Aquí utilizamos los datos de asentamiento generados en la región de Las Cuevas para calificar la variación residencial mediante los coeficientes de Gini y las curvas de Lorenz. Situada aproximadamente a 14 km al sureste del influyente sistema político de Caracol, la región de Las Cuevas ofrece un caso de estudio único para comparar las desigualdades de riqueza entre dos regiones políticas de escala y trayectorias históricas diferenciales. Además, debido a que Las Cuevas estuvo ocupada sólo durante un breve período en el clásico tardío a terminal, el área es muy adecuada para modelar los efectos potenciales de la duración de la ocupación en la gravedad de la distribución diferencial de la riqueza en las tierras bajas mayas (Moyes et al. 2012, 2017). Se presta especial atención a la desviación areal y volumétrica de los hogares identificados dentro de tres muestras: (1) el área de estudio completa de 95,25 km2; (2) una zona de 12,25 km2 de mayor población entre los centros primarios de Las Cuevas y Monkey Tail; y (3) hogares seleccionados situados a menos de 500 m de las cuevas de uso ritual dentro del área de estudio.

Los resultados indican cierto grado de variación dentro del área y el volumen de los hogares para todas las muestras, lo que sugiere un acceso desigual al trabajo dentro de la región. Sin embargo, se observó poca variación entre las tres muestras, lo que sugiere que variables como la proximidad a los centros primarios o a los sistemas de cuevas utilizados ritualmente no influyeron en la desigualdad de la riqueza más allá de las tendencias visibles en la región más amplia de Las Cuevas. Además, aunque se observó un grado moderado de variación volumétrica en las tres muestras de Las Cuevas, los valores de los índices cayeron sistemáticamente por debajo de los coeficientes de Gini publicados previamente para el vecino Caracol (Chase 2017), lo que demuestra que las poblaciones del pasado en el área de Las Cuevas poseían una desigualdad ligeramente menor, medida a través del trabajo doméstico. Esta investigación se suma a la creciente base de datos de análisis basados en Gini para mejorar nuestra comprensión del diferencial de riqueza dentro de las poblaciones premodernas de las tierras bajas.

Type
Compact Section: Ancient Maya Inequality
Creative Commons
Creative Common License - CCCreative Common License - BY
This is an Open Access article, distributed under the terms of the Creative Commons Attribution licence (http://creativecommons.org/licenses/by/4.0/), which permits unrestricted re-use, distribution and reproduction, provided the original article is properly cited.
Copyright
Copyright © The Author(s), 2024. Published by Cambridge University Press

The differential distribution of wealth is commonplace within both pre-modern and industrial societies throughout the globe (Dow and Reed Reference Dow and Reed2013; Milanovic et al. Reference Milanovic, Lindert and Williamson2011). However, these inequalities are not inherently restricted to any social organization, political structure, economic system, or environment, and modeling the degree of such phenomena across space requires a complex comprehension of past populations and their connections with the material world (Ames Reference Ames, Bentley, Maschner and Chippindale2007; Peterson and Drennan Reference Peterson, Drennan, Smith and Kohler2018). In the past decade, Mesoamerican researchers have increasingly adopted quantitative methods to understand wealth differential within the archaeological record, including measures such as the Gini coefficient (Strawinska-Zanko et al. Reference Strawinska-Zanko, Liebovitch, Watson, Brown, Strawinska-Zanko and Liebovitch2018).

This article presents preliminary research from household-derived Gini coefficients obtained from Late and Terminal Classic (ca. a.d. 700–900) Las Cuevas, Belize. Situated approximately 14 km southeast of the urban core of Caracol, the Las Cuevas region offers a unique case study to compare wealth inequalities between two political centers of differential scale and historical trajectories. Furthermore, because Las Cuevas was occupied only for a brief period in the Late and Terminal Classic, the area is well-suited to model the potential effects of occupational length on the severity of differential wealth distribution across the Maya Lowlands (Moyes et al. Reference Moyes, Robinson, Kosakowsky, Voorhies, Guerra, Galeazzi and Ramos2012). Additionally, because populations associated with Las Cuevas appear to have invested heavily in cave-based ritual and the construction of subterranean ritual space, the region offers the opportunity to explore wealth differentiation not only in connection to variation in residential group size, but also in relation to proximity to these important and potentially valuable underworld places. This research, in collaboration with other researchers within the Spatial Analyses of Maya Settlements (SAMS) collective, seeks to generate Gini coefficients and Lorenz curves to compare wealth differences within Maya society. Our results, processed on local, inter-polity, and regional scales, indicate a moderately high degree of wealth inequality comparable to other Maya centers occupied in the Classic period with reported Gini coefficients.

Background

The Las Cuevas-Monkey Tail settlement area, situated within the Chiquibul Forest Reserve of western Belize, straddles the southeastern edge of the Vaca Plateau. Low modified hills, constricted valleys, steep-sided ridges, and minimal-relief, seasonally inundated depressions (pocket bajos) are common throughout the landscape (Figure 1). To the east, the Raspaculo and Macal drainages form a sharp divide between the karstic plateau and the metamorphic and granitic materials exposed throughout the Maya Mountains (Bateson Reference Bateson1972). Slopes throughout the area have been stabilized through the expansive construction of masonry terraces, and ditched field systems have also been recently documented in bottomlands on the northern and southern peripheries of the study area (Montgomery Reference Montgomery, Moyes and Ray2019). Two centers of roughly equal size, Las Cuevas and Monkey Tail, likely serviced much of the population in this portion of the plateau (Figure 2), although eight additional minor civic-ceremonial centers have also been identified within the study area. Las Cuevas represents a unique example of the direct integration of surface architecture with an expansive cave system, suggesting a dual ritual and civic role (Moyes Reference Moyes, Houk, Arroyo and Powis2020; Moyes et al. Reference Moyes, Robinson, Voorhies, Kosakowsky, Arksey, Ray and Hernandez2015). Limited excavation and mapping at Monkey Tail, 3 km to the east, suggests that the center was comparable in size, function, and importance during these periods (Ramos Reference Ramos, Moyes and Robinson2013:114).

Figure 1. Las Cuevas project area overview. Source: Esri, DigitalGlobe, GeoEye, Earthstar Geographics, NCES/Airbus DS, USDA, USGS, AeroGRID, IGN, and the GIS User Community.

Figure 2. Distribution of Las Cuevas residential groups. Map by Montgomery.

The Las Cuevas Archaeological Reconnaissance Project (LCAR) began in 2011 to better understand Las Cuevas’ role as a potential pilgrimage site during the final centuries of the Classic period (Moyes et al. Reference Moyes, Robinson, Kosakowsky, Voorhies, Guerra, Galeazzi and Ramos2012, Reference Moyes, Robinson, Voorhies, Kosakowsky, Arksey, Ray and Hernandez2015). After over a decade of research at the site of Las Cuevas, evidence indicates that the center served as an important ritual locale for local populations and may have acted as a preeminent multiregional pilgrimage site during the Late and Terminal Classic periods (Moyes Reference Moyes, Guderjan and Matthews2023). What remains less clear is how Las Cuevas articulated and interacted with other ritually utilized caves in the vicinity. In addition to Las Cuevas, nine other caves have been identified in the study area with moderate to high amounts of cultural materials and architecture, indicating ritual use of these subterranean spaces (Montgomery Reference Montgomery, Moyes and Ray2019), and five of these are associated with minor centers with formal plazas and non-residential architecture (Moyes and Montgomery Reference Moyes and Montgomery2016, Reference Moyes and Montgomery2019). While past studies in the Maya Lowlands have utilized Gini coefficients to assess wealth inequalities within larger cities (Chase Reference Chase2017), smaller cities (Hutson and Welsh Reference Hutson and Welch2021), or within cities through neighborhoods (Thompson et al. Reference Thompson, Feinman and Prufer2021a, Reference Thompson, Feinman, Lemly and Prufer2021b), no similar studies have been produced that consider the effects of alternative focal nodes such as caves. Beyond seeking to understand how potential wealth inequality was manifested within the region and in areas of highest population densities between the centers of Las Cuevas and Monkey Tail, the following investigations also considered how these inequalities might relate to proximity to these culturally significant cave systems.

Caves form an important part of the archaeological record, as they are often sheltered or protected from destructive environmental or taphonomic processes, and contain an abundance of information owing to their deep stratigraphic deposits and excellent preservation (Moyes and Brady Reference Moyes, Brady and Moyes2012). Among many past indigenous populations throughout the Americas, caves reified important ideas concerning cosmology, ritual, and political order (Ashmore Reference Ashmore, Hanks and Rice1989; Ashmore and Sabloff Reference Ashmore and Sabloff2002). To the ancient Maya, who made use of these subterranean spaces for ritual purposes as early as 1200 b.c. (Moyes et al. Reference Moyes, Kosakowsky, Ray and Awe2017), caves were a substantial part of a three-tiered cosmological model associated with the mountain/cave/water complex (Brady and Ashmore Reference Brady, Ashmore, Ashmore and Knapp1999). These natural features were not only considered entrances to the Maya underworld, but also the abode of numerous deities connected with the earth, fertility, rainmaking, maize, and ancestral entities (Brady and Prufer Reference Brady, Prufer, Brady and Prufer2005; McAnany Reference McAnany1995).

Because of these culturally significant associations, ancient Maya rulers attempted to link themselves to these powerful cosmological forces through the incorporation of natural landscapes into monumental layouts or the construction of artificial caves within site centers (Moyes Reference Moyes2006). Previous researchers (Farriss Reference Farriss1984; García-Zambrano Reference García-Zambrano, Robertson and Field1994) have noted that the presence of caves, particularly those associated with life-giving water, can impact the selection of the original settlement, or define geographic or political boundaries (Moyes and Prufer Reference Moyes and Prufer2013). The cosmological symbolism is clearly apparent in the site layout of Las Cuevas, which features one of the most well-developed architectural elaborations of any cave site in the Maya Lowlands, including numerous plaster platforms, masonry walls, and constructed blockages (Moyes and Montgomery Reference Moyes and Montgomery2016). Similar trends in the connection between ritual cave use and the location of minor centers within the Las Cuevas study area is apparent at the surface sites of Cahal Xux and Ox Tun, which are directly associated with the caves K'in K'aba and Z'uhuy Ch'en (Montgomery Reference Montgomery, Moyes and Ray2019).

While most Late and Terminal Classic centers within the Las Cuevas study area show an active intent to link themselves to and control these subterranean spaces, it remains less clear how households from the same period may have been impacted by proximity to cave sites, especially during the prolonged droughts of the ninth and tenth centuries and their subsequent impacts on regional political systems (Moyes et al. 2009). As cave sites became increasingly important in an attempt to alleviate drought conditions, those households adjacent to these special places may have been primed to benefit from the control of access to such spaces, or profited as ritual performers overseeing communal or individual activities at these subterranean locations (Moyes Reference Moyes2006; Prufer Reference Prufer2002). These benefits may have been transformed into various sources of material and immaterial wealth, including increased access to labor for household construction. Determining the potential wealth differentials between cave-adjacent households and the larger regional sample represents the key application of Gini analysis within this article and is discussed further in the following sections.

Materials and methods

Various quantitative parameters have been used to model inequalities within prehistoric Maya populations, including material richness, densities of utilitarian items, mortuary variability, and adjusted health indices (Munson and Scholnick Reference Munson and Scholnick2021; Schulting Reference Schulting1995). Here, we focused on material wealth in the form of residential structures and their basic physical attributes (Feinman et al. Reference Feinman, Faulseit, Nicholas, Smith and Kohler2018). To assess wealth inequality in the Las Cuevas region, surface area (m2) and volume (m3) were extracted from plazuelas identified through a combination of LiDAR-derived visualizations and pedestrian survey methods. To account for those structures that may not have served primary residential functions, individual constructions below 20 m2 and over 275 m2 were removed from all samples (see Thompson et al. Reference Thompson, Chase and Feinman2023).

The larger Las Cuevas study area (95.25 km2) contained 1,657 plazuelas supporting 4,307 visible superstructures. A more focused, smaller scale of analysis, referred to as the Las Cuevas-Monkey Tail (LCMT) corridor, represented a 12.25 km2 area of higher settlement density dispersed between the two paramount centers of the region. The LCMT corridor was generated using overlapping 1.2 km buffers around the centers of Monkey Tail, Xul Te', and Monkey Tail (Figure 2). A total of 355 plazuelas and 1,073 structures were included within the corridor, representing 21.4 percent of all households within the region. Lastly, 500 m buffers were created around seven of the most highly utilized caves within the study area (Las Cuevas, Actun Uo, Eduardo Quiroz, Actun P'ook, Actun Miesba, K'in K'aba, and Z'uhuy Ch'en), including two “binary” systems found in close proximity to each other and with substantial overlap (P'ook-Miesba and K'in K'aba-Z'uhuy Ch'en). These buffers ranged in area from 0.79 to 1.1 km2 and contained between 10 and 32 plazuelas (Figure 3). Combined, 107 plazuelas in close proximity to ritually utilized cave spaces were subjected to Gini analyses, representing 6.5 percent of all identified households within the Las Cuevas area.

Figure 3. Overview of cave-adjacent residential groups. Map by Montgomery.

Based on previous studies (see Thompson et al. Reference Thompson, Feinman and Prufer2021a), and with the goal of generating additional comparative datasets across the Maya Lowlands, three units of analysis were utilized: (1) individual residential structures (e.g., Hutson and Welch Reference Hutson and Welch2021); (2) combined structures in plazuela (e.g., Thompson et al. Reference Thompson, Feinman and Prufer2021a, Reference Thompson, Feinman, Lemly and Prufer2021b); and (3) entire plazuela (e.g., Chase Reference Chase2017). Maximum extents for each plazuela and associated superstructures were digitized as polygons within the LCMT corridor and cave buffers using ArcGIS Pro 2.9. Due to the large sample size of residential structures, only plazuela groups were digitized for the larger Las Cuevas region. Structure and plazuela areas were obtained through the Calculate Geometry function, while volume calculations were run using a custom Python script provided by Chase and colleagues (Reference Chase, Thompson, Walden and Feinman2023), building on existing methodologies (Chase Reference Chase2017; Ebert et al. Reference Ebert, Hoggarth and Awe2016; Šprajc et al. Reference Šprajc, Marsetič, Štajdohar, Góngora, Ball, Olguín and Kokalj2022; Stanton et al. Reference Stanton, Ardren, Barth, Fernandez-Diaz, Rohrer, Meyer, Miller, Magnoni and Pérez2020). Lorenz curves and Gini coefficients (raw and corrected) were computed for each of the three units of analysis in Excel and R, based on Shryock and Siegel (Reference Shryock and Siegel1976), and a bootstrapping procedure was used to find the 95 percent confidence interval for the generated data (see Chase et al., Reference Chase, Thompson, Walden and Feinman2023).

Results

Gini coefficient results from the larger Las Cuevas region, the LCMT corridor, and the cave-adjacent sample indicate moderately high levels of wealth inequality as measured through spatial metrics (Figures 4 and 5), consistent with findings reported at other Classic period Maya sites such as Caracol (Chase Reference Chase2017), Uxbenká/Ix Kuku'il (Thompson et al. Reference Thompson, Feinman and Prufer2021a), and Nim li Punit and Muklebal Tzul (Thompson et al. Reference Thompson, Feinman, Lemly and Prufer2021b). Corrected Gini coefficients were determined for all categories. These corrected values differed from raw values only within smaller samples such as those associated with individual cave buffers, resulting in modest increases in coefficient values between 0.01 and 0.06. Corrected Gini coefficients are listed here unless otherwise noted. Within the LCMT corridor (Table 1), the highest Ginis were correlated with combined structural volume per group (0.60), individual residential structural volume (0.54), and plazuela volume (0.52). Area Gini coefficients were calculated at 0.40 (combined structural area), 0.36 (plazuela area), and 0.30 (individual residential structural area).

Figure 4. Lorenz curves for residential group area (m2): (a) LCMT corridor (n = 355); (b) Las Cuevas (n = 1,657); (c) combined cave (n = 107). Figures by Montgomery.

Figure 5. Lorenz curves for residential group volume (m3): (a) LCMT corridor (n = 355); (b) Las Cuevas (n = 1,657); (c) combined cave (n = 107). Figures by Montgomery.

Table 1. Gini coefficient results, Las Cuevas-Monkey Tail corridor

Within the collective cave-adjacent household sample (Table 2), coefficients were highest for individual residential structural volume (0.54), followed closely by plazuela volume (0.52), and combined structural volume per plazuela (0.52). Area Gini coefficients were slightly lower than those generated for the LCMT corridor, calculated at 0.38 (combined structures), 0.36 (plazuelas), and 0.31 (individual residential structures). Eduardo Quiroz produced the highest coefficient values (individual residential structure volume: 0.63; combined structural area: 0.43) for any single buffer (Table 3). The K'in K'aba-Z'uhuy Ch'en buffer generated the lowest GI values for volume (plazuela volume: 0.39), while the P'ook-Miesba coverage offered the lowest area Gini coefficient values (individual residential structures: 0.24).

Table 2. Gini coefficient results, combined cave-adjacent households

Table 3. Gini coefficient results, individual cave buffers

While structural Gini coefficients were not generated for the total number of residential structures within the larger Las Cuevas region, aggregate plazuela values for the entire 92.25 km2 study area were comparable to the LCMT in area (0.35) and volume (0.49) (Table 4). When assessed against the combined cave-adjacent household sample, plazuela area shared identical coefficient values. It is interesting to note that the plazuela area values from the Las Cuevas region agree closely with those reported for sampled Caracol households (Chase Reference Chase2017:Table 2), while volumes for those same plazuelas are substantially higher at Caracol. A similar tendency was noted by Thompson and colleagues (Reference Thompson, Feinman and Prufer2021a:Table 2) based on Gini coefficients obtained for the Uxbenká and Ix Kuku'il centers.

Table 4. Gini Coefficient Results, Las Cuevas Region

Discussion and interpretations

The Gini coefficients reported for the Las Cuevas area correspond with values previously reported throughout the Maya Lowlands and fit with median Gini coefficients attributed to pre-modern agricultural (Smith et al. Reference Smith, Mulder, Bowles, Gurven, Hertz and Shenk2010:Figure 4) and -state level societies (Kohler et al. Reference Kohler, Smith, Bogaard, Feinman, Peterson, Betzenhauser, Pailes, Stone, Prentiss, Dennehy, Ellyson, Nicholas, Faulseit, Styring, Whitlam, Fochesato, Foor and Bowles2017:Figure 2). Gini coefficients generated from the smaller LCMT and cave-adjacent residential samples display higher coefficient values for plazuela areas and volumes compared to the total residential groups in the region, even though the Gini statistic exhibits a significant small-sample bias, especially when such a coefficient is used to compare inequality across subpopulations (Deltas Reference Deltas2003:226–227). In agreement with Peterson and Drennan (Reference Peterson, Drennan, Smith and Kohler2018:49), the Gini coefficients reported for these above and below ground-central places are considered maximal estimates, containing higher proportions of wealthier, higher-prestige, or more productively differentiated households than did outlying settlements. Increased Ginis may relate to higher average residential areas and volumes within these smaller samples. Average residential areas within the LCMT and cave-adjacent samples were between 19 and 21 percent higher compared to the entire region, and average residential volumes for these smaller samples showed a 19–30 percent increase over the regional trends. This may suggest that populations in closer proximity to the three LCMT centers and/or ritually utilized caves either enjoyed higher access to household labor or possessed a longer occupation than those residents living further to the south and east. Additional excavations are needed to differentiate between these two potential processes.

The relationship between Gini-modeled residential wealth differential and proximity to caves in the study area remains ambiguous, especially concerning whether such households benefited directly in the form of access to local labor. While caves such as Las Cuevas, K'in K'aba, and Z'uhuy Ch'en were clearly integrated with surface sites, others, including Eduardo Quiroz, were not incorporated in this manner, despite water-related characteristics and ritual use during the Late and Terminal Classic (Pendergast Reference Pendergast1971). This suggests that other variables, such as geographic or political boundaries, influenced the co-optation of these spaces, both by households and by larger social entities. Alternatively, plazuelas near ritually important caves may have amassed wealth from either indirect involvement or active participation in related rituals, but in forms other than access to household labor. For example, excavations conducted in 2019 at the nearest plazuela to Eduardo Quiroz revealed an early Late Classic burial associated with a jade pectoral bearing the Maya ik' or wind sign (Moyes et al. Reference Moyes, Alsgaard, Ray and Kosakowsky2023). While such exotic finds are usually connected to elite or royal contexts in the Maya Lowlands (Braswell Reference Braswell2017), this pectoral was recovered from an unimposing eastern structure in an architecturally modest household. Further excavations at other cave-adjacent plazuelas may reveal additional variations in material wealth not directly translated into household size.

Preliminary results indicate that variations in plazuela area and volume illustrate higher levels of wealth differential within the Las Cuevas region, and we look forward to data comparisons between our values and those generated by other SAMS members, especially those working in areas that have a more developed Preclassic or Postclassic settlement component. However, even with mathematical modeling and determinations of statistical confidence, Gini coefficients should be bolstered by other analytical methods when explaining variation in household area and volume. Primarily, Gini coefficients are poorly suited to discern structural changes over time. Within modern nations or social groups, this relates to the proportion of younger and older members of society and how wealth is distributed in association with age (Chuen Reference Chuen2010). Within this study, the distributional composition is more accurately impacted by the age or longevity of the household structure (Abrams Reference Abrams1994). Without additional information obtained through excavation, Gini analyses cannot differentiate between high volume households that resulted from normal accretionary processes and those that commanded a high amount of labor input over a short period of time (Hutson Reference Hutson2016:151–152).

While the expression of material wealth in connection with increased access to labor may hold true across much of the study area, differences in household extent and volume are also influenced by local topography, resource differentiation, and access to construction materials (Stanton et al. Reference Stanton, Ardren, Barth, Fernandez-Diaz, Rohrer, Meyer, Miller, Magnoni and Pérez2020). Even with the use of nearest neighbor interpolation to digitally model the vacant landscape prior to Classic period landscape modification, volume estimates are likely overestimated in association with hillside and hilltop residential units, which may incorporate natural landform elements, both as labor-saving mechanisms and integration with the natural landscape. Future research will integrate Gini values with other parameters (slope, aspect, visibility, landform unit, soil type and depth, drainage, etc.) to understand potential positive and negative correlations through statistical spatial models such as geographically weighted regression (GWR). However, as a preliminary step towards understanding residential architectural variation in Classic Maya society, Gini coefficients are well-positioned to highlight similarities and differences between the heterogeneous landscapes of the Lowlands.

In conclusion, the application of the Gini index to residential areal and volumetric data within the Las Cuevas region has led to the identification of variation within all samples analyzed, suggesting moderate to high levels of social inequality within the Late and Terminal Classic population. These differences increased when considering those households in closer proximity to primary centers and/or ritually utilized caves. However, overall variation within observed Gini coefficients for all three groups was minimal, signaling that these differences may relate to biases in sample size or other factors beyond those related to architectural volume. Regardless of the efficacy of Gini indices in explaining household inequalities within ancient Maya populations, the technique has served as a path to reach higher conversations concerning the deeper meaning of inequality within past societies, including the biases inherent in our own conceptualizations of wealth and egalitarianism.

Acknowledgments

We would like to thank the Belize Institute of Archaeology for its continued support, particularly to John Morris and newly appointed Director of Archaeology Melissa Badillo for permitting our research. We are grateful to all those who aided in past seasons of residential and cave survey, particularly our in-country partners.

Competing interests declaration

The authors declare that they have no known competing financial interests or personal relationships that could have appeared to influence the work reported in this article.

Data availability statement

The data that support the findings of this study are available on request from the corresponding author. Some data are not publicly available due to restrictions associated with the sharing of locational data of cultural resources within the country of Belize.

Funding statement

Funding for the LiDAR-based residential and cave survey was made available from the Alphawood Foundation to the Western Belize LiDAR Consortium. The data on which the majority of the Gini coefficient research relied were supported by grants to Moyes from the National Geographic Society (#9544-14, GR-000000589), the University of California, Merced, and the Alphawood Foundation.

References

Abrams, Elliot M. 1994 How the Maya Built their World: Energetics and Ancient Architecture. University of Texas Press, Austin.Google Scholar
Ames, Kenneth M. 2007 The Archaeology of Rank. In Handbook of Archaeological Theories, edited by Bentley, R. Alexander, Maschner, Herbert D.G., and Chippindale, Christopher, pp. 487513. AltaMira Press, Lanham.Google Scholar
Ashmore, Wendy 1989 Construction and Cosmology: Politics and Ideology in Lowland Maya Settlement Patterns. In Word and Image in Maya Culture, edited by Hanks, William F. and Rice, Don S., pp. 272286. University of Utah Press, Salt Lake City.Google Scholar
Ashmore, Wendy, and Sabloff, Jeremy A. 2002 Spatial Order in Maya Civic Plans. Latin American Antiquity 13:201215.CrossRefGoogle Scholar
Bateson, J.H. 1972 New Interpretation of Geology of Maya Mountains, British Honduras. AAPG Bulletin 56(5):956963.Google Scholar
Brady, James E., and Ashmore, Wendy 1999 Mountains, Caves, Water: Ideational Landscapes of the Ancient Maya. In Archaeologies of Landscapes: Contemporary Perspectives, edited by Ashmore, Wendy and Knapp, A. Bernard, pp. 124145. Blackwell Publishers, Oxford.Google Scholar
Brady, James E., and Prufer, Keith M. 2005 Introduction: A History of Mesoamerican Cave Interpretation. In In the Maw of the Earth Monster: Mesoamerican Ritual Cave Use, edited by Brady, James E. and Prufer, Keith M., pp. 117. University of Texas Press, Austin.Google Scholar
Braswell, Geoffrey E. 2017 Recent Discoveries in the Classic Maya Palace Complex of Nim li Punit, Belize. Journal of Field Archaeology 42(2):6981.CrossRefGoogle Scholar
Chase, Adrian S.Z. 2017 Residential Inequality among the Ancient Maya: Operationalizing Household Architectural Volume at Caracol, Belize. Research Reports in Belizean Archaeology 14:3139.Google Scholar
Chase, Adrian S.Z., Thompson, Amy E., Walden, John P., and Feinman, Gary M. 2023 Understanding and Calculating Household Size, Wealth, and Inequality in the Maya Lowlands. Ancient Mesoamerica 34(3):e1, 120. doi: 10.1017/S095653612300024X.CrossRefGoogle Scholar
Chuen, Kwok 2010 Income Distribution of Hong Kong and the Gini Coefficient. Government of Hong Kong.Google Scholar
Deltas, George 2003 The Small-Sample Bias of the Gini Coefficient: Results and Implications for Empirical Research. Review of Economics and Statistics 85(1):226234.CrossRefGoogle Scholar
Dow, Gregory K., and Reed, Clyde G. 2013 The Origins of Inequality: Insiders, Outsiders, Elites, and Commoners. Journal of Political Economy 121(3):609641.CrossRefGoogle Scholar
Ebert, Claire E., Hoggarth, Julie A., and Awe, Jaime J. 2016 Integrating Quantitative LiDAR Analysis and Settlement Survey in the Belize River Valley. Advances in Archaeological Practice 4(3):284300.CrossRefGoogle Scholar
Farriss, Nancy M. 1984 Maya Society under Colonial Rule: The Collective Enterprise of Survival. Princeton University Press, Princeton.CrossRefGoogle Scholar
Feinman, Gary M., Faulseit, Ronald K., and Nicholas, Linda M. 2018 Assessing Wealth Inequality in the Pre-Hispanic Valley of Oaxaca: Comparative Implications. In Ten Thousand Years of Inequality: The Archaeology of Wealth Differences, edited by Smith, Michael E. and Kohler, Timothy A., pp. 262288. University of Arizona Press, Tucson.Google Scholar
García-Zambrano, Angel J. 1994 Early Colonial Evidence of Pre-Columbian Rituals of Foundation. In Seventh Palenque Round Table, Vol. IX: 1989, edited by Robertson, Merle G. and Field, Virginia, pp. 217227. Pre-Columbian Art Research Institute, San Francisco.Google Scholar
Hutson, Scott R. 2016 The Ancient Urban Maya: Neighborhoods, Inequality, and Built Form. University Press of Florida, Gainesville.Google Scholar
Hutson, Scott R., and Welch, Jacob 2021 Old Urbanites as New Urbanists? Mixing at an Ancient Maya City. Journal of Urban History 47(4):812831.CrossRefGoogle Scholar
Kohler, Timothy A., Smith, Michael E., Bogaard, Amy, Feinman, Gary M., Peterson, Christian E., Betzenhauser, Alleen, Pailes, Matthew, Stone, Elizabeth C., Prentiss, Anna Marie, Dennehy, Timothy J., Ellyson, Laura J., Nicholas, Linda M., Faulseit, Ronald K., Styring, Amy, Whitlam, Jade, Fochesato, Mattia, Foor, Thomas A., and Bowles, Samuel 2017 Greater Post-Neolithic Wealth Disparities in Eurasia than in North America and Mesoamerica. Nature 551(7682):619622.CrossRefGoogle ScholarPubMed
McAnany, Patricia A. 1995 Living with the Ancestors: Kingship and Kinship in Ancient Maya Society. University of Texas Press, Austin.Google Scholar
Milanovic, Branko, Lindert, Peter H., and Williamson, Jeffrey G. 2011 Pre-Industrial Inequality. Economic Journal 121(551):255272.CrossRefGoogle Scholar
Montgomery, Shane 2019 Summary of Settlement and Karstic Survey. In Making an Impression: Results of the 6th Year Investigations by the Las Cuevas Archaeological Reconnaissance (LCAR), edited by Moyes, Holley and Ray, Erin, pp. 7082. Institute of Archaeology, National Institute of Culture and History, Belmopan, Belize.Google Scholar
Moyes, Holley 2006 The Sacred Landscape as a Political Resource: A Case Study of Ancient Maya Cave Use at Chechem Ha Cave, Belize, Central America. Ph.D. dissertation, Department of Anthropology, University at Buffalo, New York.Google Scholar
Moyes, Holley 2020 Capturing the Forest: Ancient Maya Ritual Caves as Built Environments. Monumental Landscapes. In Approaches to Monumental Landscapes of the Ancient Maya, edited by Houk, Brett A., Arroyo, Bárbara, and Powis, Terry G., pp. 313334. University Press of Florida, Gainesville.CrossRefGoogle Scholar
Moyes, Holley 2023 Not Seeing Is Believing: The Production of Space in Ancient Maya Cave Sites. In The Ties that Bind, The Walls that Divide: Ancient and Contemporary Maya Manipulation of Space, edited by Guderjan, Thomas H. and Matthews, Jennifer P., pp. 373415. University of Arizona Press, Tucson.Google Scholar
Moyes, Holley, and Brady, James E. 2012 Caves as Sacred Space in Mesoamerica. In Sacred Darkness: A Global Perspective on the Ritual Use of Caves, edited by Moyes, Holley, pp. 151170. University Press of Colorado, Boulder.Google Scholar
Moyes, Holley, and Montgomery, Shane 2016 Mapping Ritual Landscapes Using LiDAR: Cave Detection through Local Relief Modeling. Advances in Archaeological Practice 4(3):249267.CrossRefGoogle Scholar
Moyes, Holley, and Montgomery, Shane 2019 Locating Cave Entrances Using LiDAR-Derived Local Relief Modeling. Geosciences 9(2):e98.CrossRefGoogle Scholar
Moyes, Holley, and Prufer, Keith M. 2013 The Geopolitics of Emerging Maya Rulers: A Case Study of Kayuko Naj Tunich, a Foundational Shrine at Uxbenká, Southern Belize. Journal of Anthropological Research, 69(2):225248.CrossRefGoogle Scholar
Moyes, Holley, Robinson, Mark, Kosakowsky, Laura, Voorhies, Barbara, Guerra, Rafael, Galeazzi, Fabrizio, and Ramos, Josué 2012 Sleeping Next to the Giant: Preliminary Investigations of the Las Cuevas Site, Chiquibul Reserve, Belize: A Site Report of the 2011 Field Season. Institute of Archaeology, National Institute of Culture and History, Belmopan.Google Scholar
Moyes, Holley, Robinson, Mark, Voorhies, Barbara, Kosakowsky, Laura, Arksey, Marieka, Ray, Erin, and Hernandez, Shayna 2015 Dreams at Las Cuevas: A Location of High Devotional Expression of the Late Classic Maya. Research Reports in Belizean Archaeology 12:239249.Google Scholar
Moyes, Holley, Kosakowsky, Laura, Ray, Erin, and Awe, Jaime J. 2017 The Chronology of Ancient Maya Cave Use in Belize. Research Reports in Belizean Archaeology 14:327338.Google Scholar
Moyes, Holley, Alsgaard, Asia, Ray, Erin E., and Kosakowsky, Laura J. 2023 Caves, Wind Jewels, and Ancestors: What's a Nice Wind Jewel Like You Doing in a Place Like This? Mexicon 45(1):618.Google Scholar
Munson, Jessica, and Scholnick, Jonathan 2021 Wealth and Well-Being in an Ancient Maya Community. Journal of Archaeological Method and Theory 29:130.CrossRefGoogle Scholar
Pendergast, David M. 1971 Excavations at Eduardo Quiroz Cave, British Honduras (Belize). Occasional Paper 21, Art and Archaeology Division. Royal Ontario Museum, Toronto.Google Scholar
Peterson, Christian E., and Drennan, Robert D. 2018 Letting the Gini Out of the Bottle: Measuring Inequality Archaeologically. In Ten Thousand Years of Inequality: The Archaeology of Wealth Differences, edited by Smith, Michael E. and Kohler, Timothy A., pp. 3966. University of Arizona Press, Tucson.Google Scholar
Prufer, Keith Malcolm 2002 Communities, Caves, and Ritual Specialists: A Study of Sacred Space in the Maya Mountains of Southern Belize. Ph.D. dissertation, Department of Anthropology, Southern Illinois University Carbondale, Carbondale.Google Scholar
Ramos, Josue 2013 The Tale of Monkey Tail. In 2nd Report of the Las Cuevas Archaeological Reconnaissance Project: The 2012 Field Season, edited by Moyes, Holley and Robinson, Mark, pp. 112116. Institute of Archaeology, National Institute of Culture and History, Belmopan.Google Scholar
Schulting, Rick J. 1995 Mortuary Variability and Status Differentiation on the Columbia-Fraser Plateau. Archaeology Press, Simon Fraser University, Burnaby, British Columbia.Google Scholar
Shryock, Henry S., and Siegel, Jacob S. 1976 The Methods and Materials of Demography. Academic Press, New York.Google Scholar
Smith, Eric Alden, Mulder, Monique Borgerhoff, Bowles, Samuel, Gurven, Michael, Hertz, Tom, and Shenk, Mary K. 2010 Production Systems, Inheritance, and Inequality in Premodern Societies: Conclusions. Current Anthropology 51(1):8594.CrossRefGoogle Scholar
Šprajc, Ivan, Marsetič, Aleš, Štajdohar, Jasmina, Góngora, Sara Dzul, Ball, Joseph W., Olguín, Octavio Esparza, and Kokalj, Žiga 2022 Archaeological Landscape, Settlement Dynamics, and Sociopolitical Organization in the Chactún Area of the Central Maya Lowlands. PLOS ONE 17(1):e0262921.CrossRefGoogle Scholar
Stanton, Travis W., Ardren, Traci, Barth, Nicolas C., Fernandez-Diaz, Juan C., Rohrer, Patrick, Meyer, Dominique, Miller, Stephanie J., Magnoni, Aline, and Pérez, Manuel 2020 “Structure” Density, Area, and Volume as Complementary Tools to Understand Maya Settlement: An Analysis of LiDAR Data along the Great Road between Coba and Yaxuna. Journal of Archaeological Science: Reports 29:e102178.Google Scholar
Strawinska-Zanko, Urszula, Liebovitch, Larry S., Watson, April, and Brown, Clifford T. 2018 Capital in the First Century: The Evolution of Inequality in Ancient Maya Society. In Mathematical Modeling of Social Relationships: What Mathematics Can Tell Us about People, edited by Strawinska-Zanko, Urszula and Liebovitch, Larry S., pp. 161192. Springer Publishing, Cham.Google Scholar
Thompson, Amy E., Feinman, Gary M., and Prufer, Keith M. 2021a Assessing Classic Maya Multi-Scalar Household Inequality in Southern Belize. PLOS ONE 16(3):e0248169.CrossRefGoogle ScholarPubMed
Thompson, Amy E., Feinman, Gary M., Lemly, Marina, and Prufer, Keith M. 2021b Inequality, Networks, and the Financing of Classic Maya Political Power. Journal of Archaeological Science 133:e105441.CrossRefGoogle Scholar
Thompson, Amy E., Chase, Adrian S.Z., and Feinman, Gary M. 2023 Measuring Inequality: The Effect of Units of Analysis on the Gini Coefficient. Ancient Mesoamerica 34(3):e2, 113. doi: 10.1017/S0956536123000135.CrossRefGoogle Scholar
Figure 0

Figure 1. Las Cuevas project area overview. Source: Esri, DigitalGlobe, GeoEye, Earthstar Geographics, NCES/Airbus DS, USDA, USGS, AeroGRID, IGN, and the GIS User Community.

Figure 1

Figure 2. Distribution of Las Cuevas residential groups. Map by Montgomery.

Figure 2

Figure 3. Overview of cave-adjacent residential groups. Map by Montgomery.

Figure 3

Figure 4. Lorenz curves for residential group area (m2): (a) LCMT corridor (n = 355); (b) Las Cuevas (n = 1,657); (c) combined cave (n = 107). Figures by Montgomery.

Figure 4

Figure 5. Lorenz curves for residential group volume (m3): (a) LCMT corridor (n = 355); (b) Las Cuevas (n = 1,657); (c) combined cave (n = 107). Figures by Montgomery.

Figure 5

Table 1. Gini coefficient results, Las Cuevas-Monkey Tail corridor

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Table 2. Gini coefficient results, combined cave-adjacent households

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Table 3. Gini coefficient results, individual cave buffers

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Table 4. Gini Coefficient Results, Las Cuevas Region