| Literature DB >> 29765628 |
Roland B Sookias1, Samuel Passmore2,3, Quentin D Atkinson2,4.
Abstract
How historical connections, events and cultural proximity can influence human development is being increasingly recognized. One aspect of history that has only recently begun to be examined is deep cultural ancestry, i.e. the vertical relationships of descent between cultures, which can be represented by a phylogenetic tree of descent. Here, we test whether deep cultural ancestry predicts the United Nations Human Development Index (HDI) for 44 Eurasian countries, using language ancestry as a proxy for cultural relatedness and controlling for three additional factors-geographical proximity, religion and former communism. While cultural ancestry alone predicts HDI and its subcomponents (income, health and education indices), when geographical proximity is included only income and health indices remain significant and the effect is small. When communism and religion variables are included, cultural ancestry is no longer a significant predictor; communism significantly negatively predicts HDI, income and health indices, and Muslim percentage of the population significantly negatively predicts education index, although the latter result may not be robust. These findings indicate that geographical proximity and recent cultural history-especially communism-are more important than deep cultural factors in current human development and suggest the efficacy of modern policy initiatives is not tightly constrained by cultural ancestry.Entities:
Keywords: Indo-European; cultural evolution; international development; phylogenetics
Year: 2018 PMID: 29765628 PMCID: PMC5936893 DOI: 10.1098/rsos.171411
Source DB: PubMed Journal: R Soc Open Sci ISSN: 2054-5703 Impact factor: 3.653
Results from multivariate PGLS regressions predicting HDI and its subcomponents, incorporating phylogenetic and spatial effects. The table shows mean and 95% highest posterior density (HPD) of shared ancestry (λ′) and geographical distance (ϕ) effects across the posterior sample of 1000 trees. Significance tests reflect the mean p-value across the posterior distribution of trees and incorporate both stochastic and phylogenetic uncertainty. Significance levels: * < 0.05; ** < 0.01; *** < 0.001. .
| predictor | HDI | income index | health index | education index | |
|---|---|---|---|---|---|
| shared ancestry ( | mean | 0.0482 | 0.0352** | 0.2850*** | 0.0009 |
| 95% HPD | (0.005, 0.118) | (0.02, 0.04) | (0.22, 0.34) | (0.00, 0.00) | |
| geographical proximity ( | mean | 0.943*** | 0.965*** | 0.715** | 0.959* |
| 95% HPD | (0.88, 0.98) | (0.96, 0.98) | (0.64, 0.76) | (0.96, 0.96) |
Figure 1.(a) Map showing the location of the 44 countries in our sample. Country regions are coloured according to HDI score from darker (low) to brighter (high). Coloured circles indicate major linguistic sub-groups—Germanic (green), Balto-Slavic (yellow), Italic (pink), Indo-Iranian (blue) and other (white). (b) Maximum clade credibility tree of 44 Indo-European languages corresponding to the countries in our sample, based on a Bayesian posterior sample of 1000 trees. The tips of the tree are colour coded according to HDI and its three subcomponents from darker (low) to brighter (high). Coloured boxes indicate major linguistic sub-groups as in panel (a).
Results of bivariate regression predicting HDI and its subcomponents. The first two rows show mean estimates from an intercept-only PGLS analysis testing for either cultural ancestry (λ) or geographical distance (ϕ) effects. We used likelihood ratio tests to evaluate support for these models against a null model with no ancestry or geographical proximity effects. The remaining columns show mean, 95% confidence intervals and p-values of the β-coefficients from ordinary least-squares (OLS) bivariate regressions of each predictor on each development indicator. Significance levels: * < 0.05; ** < 0.01; *** < 0.001.
| predictor | HDI | income index | health index | education index | |
|---|---|---|---|---|---|
| shared ancestry ( | mean | 0.975*** | 0.895*** | 0.999*** | 0.944*** |
| 95% CI | (0.823, 1.00) | (0.637, 1.00) | (0.930, 1.00) | (0.741, 1.00) | |
| geographical proximity ( | mean | 0.980*** | 0.980*** | 0.980*** | 0.960*** |
| 95% CI | (0.935, 1.00) | (0.950, 1.00) | (0.865, 1.00) | (0.870, 1.00) | |
| mean | 0.0157** | 0.0154** | 0.0133* | 0.00274*** | |
| 95% CI | (0.0136, 0.0179) | (0.0132, 0.0176) | (0.0111, 0.0155) | (0.00235, 0.00313) | |
| mean | 0.0127*** | 0.0146** | 0.0120*** | 0.00161* | |
| 95% CI | (0.0112, 0.0142) | (0.0132, 0.0161) | (0.0105, 0.0135) | (0.00132, 0.0019) | |
| mean | −0.0011 | −0.00359 | −0.00216 | 0.000462 | |
| 95% CI | (−0.0029, 0.0007) | (−0.00538, −0.0018) | (−0.00393, −0.000384) | (0.00014, 0.000784) | |
| mean | −0.0210*** | −0.0192*** | −0.0189*** | −0.00383* | |
| 95% CI | (−0.0225, −0.0195) | (−0.0208, −0.0176) | (−0.0205, −0.0174) | (−0.0041, −0.00356) | |
| mean | −0.397 | −0.653* | −0.701* | 0.0144 | |
| 95% CI | (−0.515, −0.279) | (−0.767, −0.539) | (−0.811, −0.590) | (−0.00714, 0.0360) |
Results from multivariate PGLS regressions predicting HDI and its subcomponents, incorporating phylogenetic and spatial effects and religion and communism independent variables. The table shows median and 95% HPD of shared ancestry (λ′) and geographical distance (ϕ) effects across the posterior sample of 1000 trees. Also shown are β estimates and 95% HPD for the religion and communism predictors, averaged across the posterior sample of 1000 trees. Significance tests reflect the mean p-value across the posterior distribution of trees and incorporate both stochastic and phylogenetic uncertainty. Significance levels: * < 0.05; ** < 0.01; *** < 0.001.
| predictor | HDI | income index | health index | education index | |
|---|---|---|---|---|---|
| shared ancestry ( | mean | 0.0055 | 0.0104 | 0.513 | 0.0862 |
| 95% HPD | (0.00, 0.00) | (0.00, 0.0128) | (0.00, 1.00) | (0.00, 0.90) | |
| geographical proximity ( | mean | 0.975** | 0.982*** | 0.486 | 0.851 |
| 95% HPD | (0.98, 0.98) | (0.98, 1.00) | (0.00, 0.96) | (0.00, 0.94) | |
| mean | 0.00092 | 0.00183 | 0.00307 | 0.00081 | |
| 95% HPD | (−0.00010, 0.00284) | (0.00014, 0.00351) | (0.00071, 0.00543) | (0.00037, 0.00125) | |
| mean | −0.00026 | 0.00234 | 0.00075 | −0.00005 | |
| 95% HPD | (−0.00156, 0.00105) | (0.00126, 0.00341) | (−0.00049, 0.00198) | (−0.00037, 0.00027) | |
| mean | −0.00306 | −0.00127 | −0.00419 | −0.00017 | |
| 95% HPD | (−0.00440, −0.00172) | (−0.00244, −0.000101) | (−0.00561, −0.00276) | (−0.00048, 0.00015) | |
| mean | −0.00584 | −0.00339 | −0.00270 | −0.00145* | |
| 95% HPD | (−0.00699, −0.00468) | (−0.00444, −0.00234) | (−0.00403, −0.00137) | (−0.00172, −0.00118) | |
| mean | −0.518** | −0.792* | −0.768*** | 0.00055 | |
| 95% HPD | (−0.587, −0.449) | (−0.860, −0.725) | (−0.890, −0.645) | (−0.0165, 0.0176) |