Wealth may be defined in different ways in a given society, and may have varying focus in different economies, regions and periods. A general framework for characterizing main wealth types based on a comparative analysis of ethnographic data has been proposed by Mulder et al. (2009) and Smith et al. (2010), summarized in Smith, Kohler and Feinman (2018). This includes embodied wealth (e.g. body weight, grip strength, practical skills, and reproductive success), relational wealth (social ties in food-sharing networks and other types of assistance), and material wealth (land, livestock, and house and household goods).
The Gini coefficient, which summarizes inequality in a population as a single number between 0 (100% equal) and 1 (100% unequal) based on income, has been a popular tool in modern populations because of its simplicity and because it can be compared across countries around the world (e.g. by World-Bank accessed 2021). However, income data are not available for prehistoric populations, and thus, different proxy-measures have been utilized to calculate Gini coefficients. These include grave goods, domestic artefacts, house floor area, and storage sizes (see Smith, Kohler and Feinman 2018 for an overview of studies).
Another measure for modern populations, the Human Development Index (HDI), combines income, life expectancy, and education in order to measure human development in a way that can be compared across countries. Oka et al. (2018), inspired by the HDI, proposed a Composite Archaeological Inequality (CAI) index to combine inequality measures based on different material sources and across historical and archaeological sample populations, also with the purpose of comparing populations of different economies.
Grave good wealth is particularly difficult to quantify as perceived object value may vary considerably between populations and periods and is unknown to us from prehistoric materials. Some studies attempt quantification by grave good plurality (Hedeager 1992; Mittnik et al. 2019; Nieszery, Breinl and Endlicher 1995; Szmyt 2002), referred to as Total number of Object Types (TOT) in this study. However, this treats each object with equal value, no matter the manufacturing skill or time, material or count, which may skew grave wealth distributions (Nieszery, Breinl and Endlicher 1995: 205). Ethnographic (e.g. Dalton 1977; Olausson 1983b: 12–14) and archaeological studies (Grossmann 2021; Nieszery, Breinl and Endlicher 1995; Todorova 2002) do mention some overlapping grave good value parameters, such as scarcity, manufacturing hours, distance to raw materials, required manufacturing skill, and exaggerated shapes, which can be quantified to some extent. However, in quantification studies, the focus has usually been on one parameter (e.g. scarcity) or, when combined in point systems, transparency for each value point is lacking (see Supplementary Information section 2 for more detail on this). This makes cross-study comparison difficult. The present study attempts to combine multiple value and wealth parameters (including TOT) in a transparent and reproducible way, and introduces an additional case-specific ‘prestige’ value measure derived from the median of the TOT range for each object category. As a case study, these measures are applied to grave data from the Moravian Corded Ware Culture.
The size of a grave pit may reflect status (e.g. Grossmann 2021), and this can be measured using volume, area or depth (the bottom of the grave in this study). However, both area and volume likely depend on body size, and thus are difficult to tie to status or wealth. Large grave goods (e.g. large pots) may also affect the grave pit area and volume while smaller items (e.g. metals) may have been more valuable. Grave depth should be less affected by body size (Bösel 2008: 51), and it is therefore used here as an additional measure of status. However erosion and varying measurement methods especially in older excavations adds some uncertainty to this measure (Kolář 2018: 82). The different wealth measures used in this study are shown in Table 1.
|WEALTH PARAMETER||MEASURE UNIT|
|Total Object Types (TOT)||represented number of grave good categories|
|Manufacturing time||person-hours (PH)|
|Skill (5 main levels based on years training)||percentage (0.0, 0.4, 2.0, 5.0, 10.0) of person-hours|
|Import value (‘travel’)||travel hours (with 7 km/h) to raw material|
|Scarcity||total number of graves/number of graves with X material|
|Prestige||median of TOT range for each grave good category|
|Estimated meat (from MNI of animal bones)||kg + separate scarcity and prestige bonus|
Using grave data as direct and universal measures of grave wealth is not straightforward. While there may be correlations between, e.g. metal-bearing or polished stone-bearing graves and more protein or nutrition intake from high trophic food such as meat and dairy reflected in δ15N and δ13C stable isotopes (Budd et al. 2020; Masclans Latorre, Bickle and Hamon 2020), a universal association between high trophic diet and metal-bearing grave goods is still uncertain.
Even when taking grave goods at face value, it is uncertain whether they reflect the material wealth of the individual in life or material household wealth transmitted by next of kin at the burial, or perhaps even by the whole community in which case it may rather reflect social status and relational wealth. Thus material wealth and social status (and relational wealth) in a community are difficult to disentangle. However, use-wear studies of grave goods have shown that it may be possible to see if an object has been freshly manufactured (no or little use-wear), perhaps specifically as a grave good, or used or worn for a long time before the burial (Frînculeasa et al. 2020; Masclans Latorre, Bickle and Hamon 2020) by the individual or those adding their used belongings in the grave. The former could indicate status, and the latter could indicate transmitted affectionate value or lived material wealth. However, the grave goods in this study have not been studied in such detail, and social status and material wealth are therefore not distinguished here.
Organic remains (apart from skeletal material) such as textiles are very laborious to make and may have reflected important symbology and status, but are rarely preserved. If females expressed status or wealth more through textiles than males did, a male bias would appear in terms of gendered wealth and status. Some funerary rituals, potentially conveying important meaning and status, are also difficult to reconstruct, except for the sprinkling of red ochre or funeral feasting, possibly indicated by animal bones in the graves. The latter is included here as estimated usable meat of whole animals in kg (by meat utility indices and minimal number of individuals (MNI)), including scarcity and prestige bonus (Supplementary Information section 5). Grave disturbance also adds uncertainty to the interpretation of burials (cf. Kolář 2012).
With the rise of ancient genomics, it is now clear that the 3rd millennium BCE saw a major male-driven population influx from the Pontic-Caspian steppe/forest-steppe to Central and Northern Europe (Papac et al. 2021; Scorrano et al. 2021), although not on horseback (Librado et al. 2021), perhaps due to a population increase from intensified herding on the steppe in the late 4th millennium BCE (Wilkin et al. 2021). This new influx of people correlates extraordinarily well with the linguistic ‘steppe-hypothesis’ of Indo-European language dispersal (Anthony 2017; Anthony and Brown 2017; Anthony and Ringe 2015; Chang et al. 2015), including borrowing agricultural vocabulary from Neolithic farmers (Iversen and Kroonen 2017). Recent archaeogenomic studies have shown that Corded Ware (CWC) and Bell Beaker (BBC) societies of the 3rd millennium BCE tend to have been patrilinear, and practicing female exogamy (Mittnik et al. 2019; Papac et al. 2021; Sjögren et al. 2020), also supported by reconstructed Indo-European kinship vocabulary (Olsen 2019; Sjögren et al. 2020). A non-random decrease in Y-haplogroup diversity from early to late CWC in Bohemia, and elsewhere, during the early 3rd millennium BCE may also reflect competition between male lineages or “an isolated mating network with strictly exclusive social norms” (Papac et al. 2021: 6; Zeng, Aw and Feldman 2018).
The CWC has been interpreted as relatively mobile with a mixed agricultural and herding and gathering economy (Lechterbeck et al. 2013), and more focused on the individual and the core family than the preceding agricultural societies (Harrison and Heyd 2007; Kristiansen et al. 2017: 343). CWC burial rituals are associated with burials under mounds in clear gender differentiation, reflected in body position (males lying on their right side, females on their left side) and in grave goods (males with battle-axes, females with ornaments) (Iversen 2015: 135, 166; Wiermann 2002). However, exceptions to this pattern occur (Furholt 2014), and males generally show more supra-regional patterns than females (Bourgeois and Kroon 2017; Olerud 2021).
Moravian CWC radiocarbon dates, while still relatively few in number, indicate a later occupation around 2700/2600–2200/2000 cal BCE than in other areas of Europe, thus overlapping with the Moravian BBC (2500–2000 cal BCE), Proto-Unětice (c. 2450–1900/1700 cal BCE), and other cultures (Kolář 2018: 43–44; Peška 2021). Due to the lack of large cemeteries and available radiocarbon dates, the data in this study are spread over several hundred years and several different sites, and therefore do not represent one coherent community, which limits the power of conclusions made here.
Moravian CWC dwellings are absent and generally rare across the CWC (Kolář 2018: 142; Peška 2021: 515), and thus this analysis focuses on graves. Unlike northwestern CWC, Moravian (and other Central European) CWC graves have metals (at least 13%, Kolář 2018: Table 13). However, less than 0.1% of CWC graves are interpreted as metallurgist graves (by metal-working tools), while Bell Beaker metallurgist graves are less than 1% (Peška 2016: 2–4). The Morava river likely kept the CWC community connected with metal producers around the Upper Danube, the Carpathian Basin, the Balkans, and possibly the steppe (Kolář 2018: 189). Moravian CWC metals have not been provenanced by lead isotope studies, but may have come from the Špania Dolina copper mine in Central Slovakia (about 200 km) and perhaps the Northeastern Alpine foothills (Kolář 2018: 170). Gold may have come from the Aries river in the Apuseni Mountains in Romania (about 700 km away, only one gold hair-decoration was included in this study, grave 155.1.4) where roughly contemporary alluvial gold sources have been identified (Cristea-Stan and Constantinescu 2016; see Figure 1, right, and Supplementary Information 3.2).
Grave and grave good data for 82 Moravian CWC individuals in 81 graves from 46 sites, mostly from ploughed-away single barrows, barrow groups, or small cemeteries were collected from the catalogues by Kolář (2011) and Šebela (1999). Most of them are not absolutely dated but concentrate in the later Corded Ware period (some from find group II, most from find group III, see Supplementary Information Table 6.1). Only single graves with preserved skeletal materials were collected (except for one double grave, Iv4_807A/B, where the grave goods were listed separately; Kolář 2011), so that grave goods could be connected to the individual with reasonable likelihood, and so that age and sex/gender determinations could be used as qualitative variables (see Figure 1, left). Many burial mounds in Moravia were poorly excavated and documented before World War II or destroyed by modern agriculture (Kolář 2018: 58, 79, 90) which makes it difficult to use mound size (or the presence or absence of mounds) as a wealth-proxy. The same, along with preservation conditions for wood, can be argued for internal grave constructions as an uncertain wealth-proxy.
Corded Ware body position in burials (females lying on their left side, males on their right side) is highly correlated with biological sex (osteological or genetic), but DNA is lacking for this case material and skeletal remains are not always in a state that allows morphological sex determination. Therefore, a combined sex/gender variable was created in which if either morphological sex or body position (or both) is present it is assigned to the sex/gender variable. However, if either of them do not agree, the sex/gender determination is given the category ambiguous. This ensures enough sex/gender-determined individuals to use in the analyses, with 11 individuals not determined at all (NA category, 9 of which were subadults), and still allowing for an open interpretation of individuals with ambiguous sex or gender characteristics, not speculating here on their perceived or experienced gender identities. There is of course still some uncertainty when only morphological sex or gender from body position is present, which should be kept in mind when interpreting the results. Age groups were simplified from 8 (infans I-senilis) down to four (infans, juvenis, adultus, maturus), to still get meaningful results from the relatively limited sample size of 82 individuals, and to include adult individuals with age ranges wider than 10 years.
Some of these graves may have been disturbed which remains a caveat, see Supplementary Information 6.1 for more details. Objects in the infill occurred in 8 graves adding some uncertainty to the data, see Supplementary Information Table 6.2. However, the differences between including and excluding grave fill objects were minute for both PCA and grave good Gini indices, see Supplementary Information 6.2.
In order to calculate grave good value, five different value parameters were defined: manufacturing time (in person-hours, PH, see Supplementary Information section 4 for details), prestige/symbolic value (median of TOT range for each grave good category), scarcity (total number of graves/graves with that material as in Grossmann (2021), using the overall Moravian CWC numbers from Kolář (2018: Table 13), Supplementary Information 3.3), travel hours for imported objects (assuming an average speed of 7 km/h), and a separate measure of skill bonus as percentage of person-hours in different levels (low = 0.0, medium = 0.4, high = 2.0, very high = 5.0, and a hypothetical expert = 10.0, for exceptional artefacts requiring >10 years of focused training to make), see Supplementary Information 3.1. Estimated consumption of animal meat at the burial, which may reflect feasting (Hayden 2009), was calculated from the MNI of animal bones (assuming bones represent whole animals slaughtered), including scarcity bonus of animal bones and prestige bonus (Supplementary Information section 5).
All these measures may reflect some aspect of grave good value, and were therefore normalized to give them equal weight, and the sum of all six (incl. animal meat) for each grave was used as a measure of combined grave good value. Three different Gini indices (combined grave good value, TOT, and (unimputed) grave depth) were computed on the grave data and used as basis for the CAI, see Figure 10.
The value of time in prehistory is uncertain, but food production alone in the Neolithic may have occupied around 20% of annual daylight working time, and available artefact manufacturing time may have been somewhat limited by daylight hours (Kerig 2008, see also Supplementary Information 1.1), except perhaps for very simple repetitive work such as making numerous shell beads (Supplementary Information 4.6). Thus, manufacturing time may have had some limited value. Even so, making accurate and general estimates of manufacturing time of prehistoric artefacts is extremely difficult because a myriad of factors affect the end result and the time used, not least the speed and methods of the person doing the work and how it is documented (for a more detailed discussion on this ‘it depends’-dilemma, see Petty 2019). Therefore, any time estimates used in this study are crude approximations at best and would ideally have been done through several years of data collection and controlled experiments which would be beyond the scope of this study (see Supplementary Information section 1). However, the transparency of this framework takes the initial steps towards continuous collection and improvement of such data. Since manufacturing time accounts for just 1/5 (2/5 incl. skill) of the overall grave good value, and 1/8 (2/8 incl. skill) of all grave wealth measures, inaccuracies should not affect the overall results significantly.
In order to set up a relatively flexible computation system for grave goods, the data were, inspired by the table structure in Kolář (2011), divided into the main materials: ceramics (Supplementary Information 4.1), flint (Supplementary Information 4.2, in the broad sense ‘chipped tools’), groundstone tools (Supplementary Information 4.3), metals (Supplementary Information 4.4), osseous artefacts (Supplementary Information 4.5), shell ornaments (Supplementary Information 4.6), and animal bones (Supplementary Information 5). This was done for both the archaeological data and for the reference data from experimental, ethnographic and prehistoric crafts expert sources. The manufacturing time estimates from the reference data thus form the basis of the time estimates for the archaeological data based on a number of parameters within the chaîne opératoire of each artefact. As an example for pottery vessels, size is a major (and easily quantifiable) criterion of shaping time and skill (pers. comm. Heebøl 2021). The largest single measure of a pot’s dimension gave the best correlation with time, even for different potters (Supplementary Information 4.1.3), and requires the least from the archaeological data quality. Percentage surface cover of impressed decoration, plastic decoration, polish, smoothing/beating, type and amount of temper, slip/paint (where relevant), and firing were also included in separate stages of the chaîne opératoire, often in relation to size, see Supplementary Information 4.1 for details.
Flint and stone axes/adzes were divided into extraction, blank production, preform-knapping/pecking (related to length), grinding (related to estimated ground surface area), sharpening, and hafting (presuming these were hafted). Skill bonus on mining, knapping, and grinding time was added for axes/adzes longer than 30 cm (not relevant for Moravian CWC), thickness below 2 cm, and extraordinary polish or shine inspired by Olausson (1983b): 12–13 (see Supplementary Information 4.2).
Time for groundstone tools was initially calculated based on Mohs hardness and fracture toughness, primarily from Pétrequin et al. (2012) on Neolithic Alpine axes. However, when later adding experimental data for thin-butted groundstone axes from Olausson (1983a), there was no correlation with these factors at all (many different combinations were tested), and Olausson (ibid.) demonstrates that stone tools can be made much faster than usually estimated. Therefore, the time medians were used for Alpine axes vs. other groundstone axes (e.g. flat axes) respectively, but including hardness and toughness as minor factors (Supplementary Information 4.3). This underlines that the experimental study design, methods, and documentation are critical caveats for reported manufacturing times. More systematic experimental data, beyond the scope of this study, may correlate better with hardness and toughness. Considerable extra time for drilling the shaft-hole for axe-hammers (or battle-axes) was added (following Fenton 1984, whose data will be integrated more thoroughly in the future).
CWC metals were usually simple copper ornaments and tools shaped from wire or sheet (Kolář 2018), and in the 3rd millennium most copper ornaments generally seem to have been shaped by cold-forging (e.g. hammering and rolling) with frequent annealing in-between (Fregni 2014: 130). The whole chaîne opératoire was divided, following Brinkmann (2019), into mining, ore beneficiation, smelting, forging from raw nugget state (but mould manufacture, melting, and casting for cast objects), production/maintenance of metallurgical tools, and post-processing such as grinding, polishing, and, for cast metals, also removing excess metal (‘jet’) (Supplementary Information 4.4).
The system thus takes the detailed description of the archaeological artefacts for each material into account using separate material-specific data tables and scripts which flow into a final script adding all of the person-hour calculations into one final table (raw data and material totals in Supplementary Information 6, and grave good value in Appendix). A simplified graph of the whole manufacturing structure is given in Figure 2.
All analyses were done in R version 4.1.2 (2021-11-01) (R Core Team 2021) via RStudio (RStudio Team 2020), with the tidyverse package (Wickham et al. 2019) for data manipulation. Graphics were produced using the ggplot2 package (Wickham 2016), the Lorenz curve ggplot add-on (Chen and Cortina 2020), PCA with FactoMineR (Lê, Josse and Husson 2008), for which missing grave depth values were imputed with the missMDA package (Josse and Husson 2016), see colophon in Appendix for a list of all packages used. Gini indices were calculated using the DescTools package (Andri et mult. al. 2021), with confidence interval settings set to accelerated bias-corrected (‘bca’), 4000 bootstrap replicates, and 80% confidence level following Oka et al. (2018).
From 69 individuals with both age and sex/gender determination, there is no significant difference between the four age groups (infans 0–9, juvenis 10–19, adultus 20–39, maturus 40+) (χ2 p = 0.462), but there is a significant difference when comparing age groups in general (79 age-determined individuals, χ2 p = 4e-04), adults being most numerous and juveniles least numerous (Figure 3).
Different grave good value aspects (manufacturing time and skill) were calculated for the 82 individuals based on the reference data from experimental, ethnographic and craft people sources. The calculated results for each material were merged, see Supplementary Information: Table 6.2. Distance to raw material and frequency of each material within the study area were added manually to the material-specific tables and used for import travel hours and scarcity respectively.
Separately, the TOT measure (presence/absence of each grave good category, in this case spanning 0–10 represented categories from ‘poorest’ to ‘richest’), was calculated and used as basis for a separate Gini index, and for the prestige measure. Figure 4 shows a boxplot of the different TOT ranges for each grave good category including the median. This indicates that some categories are exclusive to the upper half of the spectrum (median in parentheses): gold hair decoration (10), shell (6.5) and tooth beads (6), stone axes (6), copper awls/needles (6.5), and copper knives/razors (5). Ceramic pots span the whole TOT spectrum but cluster in the lower half (3 and 3.5, probably reflecting the general population’s TOT distribution). Battle-axes surprisingly cluster below the middle of the spectrum (4) and the single spindle whorl is positioned at the lower end (3). While some shell and tooth beads were locally available, the fact that they are exclusive to the upper TOT spectrum, is also supported by a wider study of CWC ornaments (Kyselý, Dobeš and Svoboda 2019). Thus, the ‘prestige’ measure allows for the exclusivity of some grave goods to behave differently from scarcity.
The medians mentioned above were applied as ‘prestige’ values instead of the raw grave good counts, then summed for each grave, and added to the other grave good value parameters in one final grave good table (see Appendix).
Approximate meat expenditure from meat utility indices were calculated on cattle, red deer, horse, dog/wolf, pig, sheep/goat, and small-medium amphibians (toad and turtle), and correlated with age groups and sex/gender. There was no relation between species and age (χ2 p = 0.686) or sex/gender (χ2 p = 0.608) of the deceased (see Supplementary Information: 5).
All grave good value parameters (manufacturing time, skill, import travel hours, scarcity, prestige, and meat consumption) were normalized, and the sum of these values was calculated for each grave. A Gini index was then calculated for the normalized sum. A separate Gini index was also calculated from grave depths as reported in the catalogues (excluding graves that were too damaged to determine this).
Principal components analysis of the five grave good value measures, meat, and TOT as active variables, and grave depth (missing values imputed), and materials as passive quantitative variables, was applied to the graves, with the measures (blue arrows) graded by their percentage contribution to PC1 and PC2 (Figure 5). Two extreme outliers were removed (one from each gender, Letonice gr. 155.1.4, and Marefy gr. 177.1.1), both so elaborately furnished that they would heavily dominate the PCA space. Among many other grave goods, the male had the only gold ring in the assemblage, and the female had the most copper, as well as hundreds of dogtooth pendants, thousands of mother-of-pearl beads and remains from one Bos sp. individual.
The PCA shows that estimated meat expenditure primarily drives PC2 while most other active measures, except grave depth, drive PC1 (Figure 6). Grave depth is weak on both PC1 and PC2. All measures have significant (α = .05) positive correlation along PC1 (p = 1.21e-36 to 0.00795), but PH, prestige, TOT, skill, travel, and scarcity (in that order, p = 1.21e-36 to 2.91e-17) have higher significance than grave depth (p = 8.34e-07) and meat (p = 0.00795).
Conversely on PC2, only meat has highly significant positive correlation (p = 1.86e-26), less so flint (p = 0.000186, and then TOT (p = 0.0459) and prestige (not significant, p = 0.0639) while travel (p = 0.00118) and metal (p = 0.000678) have significant, negative correlation (see Supplementary Information fig. 7.3 for a PCA showing each animal species).
A sex/gender difference on the PCA is most clear along PC1, with which males correlate positively (significant in v-test, p = 0.0053) and females correlate negatively (although not significant in v-test p = 0.0851), but the difference between male and female is not significant in non-parametric tests on PC1 (Wilcoxon rank sum test p = 0.111), neither on PC2 (Wilcoxon p = 0.205). Instead, Wilcoxon rank sum test shows that the individual grave good value parameters manufacturing skill (p = 0.0334) and time (PH, p = 0.00954) are significantly higher for males than for females. No other parameters had significant sex/gender differences.
Age group shows negative correlation for infans on PC1, but does not reach significance (p = 0.127). No other age groups show noteworthy correlation along PC1, meaning infans graves tend to have less, or less valuable, grave goods (if any). Conversely, young adults (adultus, 20–39 years old) show negative correlation on PC2 (p = 0.0389), while juvenis correlates positively with PC2 (p = 2e-04). A non-parametric Wilcoxon test of meat in juvenis vs. adultus is also significant (p = 0.007). Thus, juvenis have significantly more meat expenditure than adultus.
However, in absolute numbers, only 3 juvenis graves and 2 adultus graves had animal remains (one adultus only in the grave fill), so the main finding is that adultus had very few graves with animal bones (6%) compared to any other age group: infans (31%), juvenis (43%), and maturus (30%) (see Table 2). A χ2 test of independence comparing adultus to all other age groups combined (p = 0.0106) shows that this pattern is significant. There is no relation between animal species and age groups (Fisher’s test, p = 0.767).
|With meat %||6.06||31.2||42.9||30.4|
The TOT range is generally quite low (0–10, integer) compared to the other measures. This makes its resulting Gini more unstable (even more so for lower ranges such as the Bohemian CWC Vliněves cemetery (TOT 0–5) in Figure 8). This makes the Gini higher for lower ranges, behaving opposite to the Lorenz curve (see Figure 8). The Lorenz curve plots the percentage distribution of the sample population on the x-axis and the accumulated percentage of the given wealth measure on the y-axis ordered from the poorest to the richest graves. Because of this counter-intuitive behaviour, the TOT distributions were multiplied by their own maximum value (which does not change the Gini), then incrementally adding one point to the TOT distribution for each Gini calculation. This makes the Gini drop drastically at first, but less so for each added point until reaching a set drop threshold of 5%, indicating a more stable TOT Gini. This makes the TOT Gini more comparable between cases, even for lower TOT ranges (see Figure 7), and better aligned with the Lorenz curve (Figure 8).
|MIN.||1ST QU.||MEDIAN||MEAN||3RD QU.||MAX.|
|Total Object Types||0||1||3||2.93||4||10|
|Grave good normalized sum (0–6)||0||0.12||0.31||0.53||0.74||3.5|
Combining all aspects of grave wealth gives three different measures: TOT, grave depth, and combined grave good value (including meat consumption).
The Gini coefficients and Lorenz curves for the 82 Moravian CWC individuals in this dataset are given in Table 4 and Figure 10 with separate scarcity Gini for comparison with Grossmann (2021). Grossmann (2021: 87) gets a grave good scarcity Gini index of 0.69 for Lauda-Königshofen (Southern Central German CWC 2600–2500 BCE). A scarcity Gini of 0.66 for Moravian CWC is quite close to this.
|Combined grave good value||0.559||0.52||0.615|
The grave CAI index, combining the TOT Gini, grave depth Gini, and combined grave good Gini is 0.432, which is markedly lower than when only using scarcity (0.66) as in Grossmann (2021), and probably more realistic in a society not fully developed into institutionalized hierarchy which may have been more pronounced in the later Únětice period (Meller 2019: 57, 67). The CAI is also much lower than the very unequal Copper Age Durankulak community (Ginis ranging 0.61–0.77; Windler, Thiele and Müller 2013), which uses a similar, but less transparent, point system (making this comparison uncertain). Fochesato et al. (2019; 2021) found that grave Ginis tend to be higher per individual than per household (i.e. hypothetical couples) across case studies, and that individual Ginis in graves should thus be corrected by a ratio of 0.91–0.92. On that background, the mean (0.915) ratio is applied in this study giving a household-adjusted grave CAI of 0.393.
The meat expenditure driving PC2 in the PCA plot may indicate funerary feasting as described in Hayden (2009) and/or food for the afterlife in case of fleshy animal parts in the grave, or, for one dog skull found with a mature male (gr. 148.2.1.), perhaps a pet or a psychopomp guiding the soul of the dead (Goepfert 2012). However, interpreting animal deposits usually requires more information such as the sex, age, and general biography of each animal (Morris 2012). Similar interpretations have been made previously for a subset of this material (Kolář et al. 2012), but due to their small sample size, no relation with age could be demonstrated. Funerary feasting is also suggested for the Globular Amphora Culture (Makowiecki, Makowiecka and Osipowicz 2014; Szmyt 2006) and for the Eneolithic-Bronze Age steppe (Anthony 2007: 161, 179, 184–189, 247, 259, 325, 391, 405–409). It is curious that only 6% (3% if excluding grave fill objects) of adultus, the largest age category, had animal remains (one of them only a tooth from cattle and deer respectively), while especially juvenis, followed by infans and maturus, generally had more animal remains. The individual with the highest meat score (cattle, horse, pig, and sheep/goat) was a 14–17 year-old (osteologically) female, who also had one of only four flint axes in the whole dataset. No ethnographic parallel to especially rare animal sacrifice for adultus graves was found in literature search. A hypothetical explanation could be that young adults were main providers and protectors of the family’s economy. So when a young adult died, the living family members were more dependent on the animals (already owned or offered by others) for food, bride price, or trade, while this was not the case when an individual of any other age group died, where animals could be sacrificed for the funeral (e.g. in one of the functions mentioned above). Alternatively, young adults may not have been perceived as needing animal companions, meat, or feasts in the afterlife compared to other age groups (the role of plant-based food may have been different). Different roles of animals for each age group cannot be ruled out either.
It has been argued that grave wealth can be an exaggerated form of wealth display. Fochesato et al. (2019: 13–15 and Table S5), based on four cases with both graves and houses (Late Neolithic Balkans, and Early Dynastic Mesopotamia), find a general difference between grave good and house size Ginis of 0.244–0.343 (or an average of 28.1%) for which they downgrade the grave Gini to match the house Gini. While further studies are needed to test the general applicability of this across economies, regions, and periods, applying that in this study would bring the Gini down to a hypothetical 0.283.
A similar argument can be made for missing parts of the population in grave data which could have been at the lower tier of society or ‘unfree’. Fochesato et al. (2019: Table S4) reconstruct the missing population in Southern Mesopotamia to be 34% and in Roman (rural?) Italy to be 9%. Both of these are state societies, and presumably much more dependent on institutionalized ‘unfree’ labour than expected for Neolithic societies. If we accept the association of Indo-European language with ‘steppe’ ancestry dispersal, we may also get an indication of the state of institutionalized ‘unfree’ labour in steppe-derived populations such as the CWC by looking at reconstructed ‘Core-Indo-European’ (Proto-Indo-European excluding the Anatolian branch) vocabulary of slavery. While such vocabulary is widespread in the daughter languages, and while military, conquering activities, and looting vocabulary is easier to reconstruct, it seems difficult to reconstruct a word specifically meaning ‘slave’ or ‘servant’ (Campanile 1998: 16–17; Nørtoft 2017: 84–89). Therefore, we would not expect a large proportion of missing ‘unfree’ in Eneolithic steppe-derived cultures, probably less than 9% (Roman Italy), and the impact of ‘unfree’ on the Gini index may be limited. However, it is still theoretically possible that lower levels of society were rarely buried in a way that leaves less traces today. The large and relatively poor CWC cemetery (75 CWC flat graves, (Dobeš and Limburský 2013)) at Vliněves in Bohemia may be a candidate for this lower level (Vliněves will be treated further in another study). Missing individuals may also be due to taboo, ‘sky’ burials, shallow graves destroyed by the plough or children’s bones disintegrating faster (Kolář 2018: 68, 101). Due to this uncertainty, the author here follows Fochesato et al. (2021: 3) in not correcting for a missing population, because the data has graves without grave goods (including generally poorer children’s graves).
This study suggests using a new framework, QuantWealth, combining different measures of grave wealth and grave good value to quantify prehistoric grave wealth. These measures are more data-driven, transparent, and include several aspects that seem to define wealth in ethnographic studies (e.g. Bösel 2008; Dalton 1977; Olausson 1983b). The system’s open data, flexibility, and transparency makes it more applicable and comparable between different cases, and makes it easier to expand to more grave good types, and refine with more reference data, making it more robust in the future.
Importantly, applying the different measures to a PCA combined with material groups and demographic variables gives a more holistic view of grave wealth, and still allows looking at individual aspects. In this case, males generally tend to have somewhat more elaborate grave goods than females (although not a significant difference), primarily in terms of manufacturing time and skill (with a significant difference). At the same time, deposited animal bones, potentially reflecting funerary feasting, are very rare in graves of specifically young adults, but more common for other age groups, of both sexes/genders, especially juveniles. Whether this pattern is present in other regions of the CWC will need further case studies. No ethnographic parallel to this specific pattern was found by the author at this stage. The main point of this study is that quantifying grave wealth in this way takes these questions beyond the hypothetical, and towards something more concrete, but still broadly applicable, that may be systematically tested in the future with more and better data.
The supplementary information and data to this paper can be accessed via https://doi.org/10.5281/zenodo.6992672. All data and code used for this study and QuantWealth itself can be accessed at (https://github.com/mnortoft/QuantWealth).
The additional file for this article can be found as follows:Appendix
Calculated manufacturing time, prestige points, scarcity points, import travel points, skill points, and animal meat for feasts (estimated kg). * in site names indicates that some objects are in the grave fill of that grave. VN X in grave IDs are documentation quality rankings from Šebela 1999. DOI: https://doi.org/10.5334/jcaa.86.s1
The craft specialists mentioned in this study were used as consultants on estimated time and techniques for manufacturing prehistoric objects, and informed beforehand that their knowledge would be used in this study. For one plot (in Supplementary Information fig. 4.3) comparing the manufacturing time recorded by different potters relative to pot size, the potters have been anonymized. Any other data used was publicly available in literature or online videos.
The author sincerely thanks the crafts specialists that shared their knowledge, especially Morten Kutschera, Inger Heebøl (Sagnlandet Lejre), Sofus Stenak (Saxo Institute), Torben Johansen, and Pauline Ferrisse, as well as Rune Iversen (University of Copenhagen). Thanks also to Johanna Brinkmann (Christian-Albrechts-Universität zu Kiel) for discussions on metal technology, and the staff at the Max Planck Institute for Evolutionary Anthropology, especially AB Rohrlach, for extensive feedback and support, and Wolfgang Haak for hosting at the MPI in Leipzig. Also, deep thanks to Solveig Chaudesaigues-Clausen (Universitetet i Bergen) for everyday sparring on Stone Age technology, the Saxo Institute for funding the PhD project fostering this paper, and the reviewers for crucial feedback.
The author has no competing interests to declare.
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