| Literature DB >> 24651045 |
Doug P Vanderlaan1, Ray Blanchard2, Hayley Wood1, Kenneth J Zucker3.
Abstract
In adult male samples, homosexuality is associated with a preponderance of older brothers (i.e., the fraternal birth order effect). In several studies comparing gender dysphoric youth, who are likely to be homosexual in adulthood, to clinical or non-clinical control groups, the findings have been consistent with the fraternal birth order effect in males; however, less is known about unique sibship characteristics of gender dysphoric females. The current study investigated birth order and sibling sex ratio in a large sample of children and adolescents referred to the same Gender Identity Service (N = 768). Probands were classified as heterosexual males, homosexual males, or homosexual females based on clinical diagnostic information. Groups differed significantly in age and sibship size, and homosexual females were significantly more likely to be only children. Subsequent analyses controlled for age and for sibship size. Compared to heterosexual males, homosexual males had a significant preponderance of older brothers and homosexual females had a significant preponderance of older sisters. Similarly, the older sibling sex ratio of homosexual males showed a significant excess of brothers whereas that of homosexual females showed a significant excess of sisters. Like previous studies of gender dysphoric youth and adults, these findings were consistent with the fraternal birth order effect. In addition, the greater frequency of only children and elevated numbers of older sisters among the homosexual female group adds to a small literature on sibship characteristics of potential relevance to the development of gender identity and sexual orientation in females.Entities:
Mesh:
Year: 2014 PMID: 24651045 PMCID: PMC3961213 DOI: 10.1371/journal.pone.0090257
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Number of participants according to basis for referral.
| Basis for Referral | Heterosexual Males ( | Homosexual Males ( | Homosexual Females ( |
| Transvestic Fetishism | 151 | 0 | 0 |
| Homosexuality | 0 | 37 | 18 |
| Gender Dysphoria (Children) | 0 | 236 | 91 |
| Gender Dysphoria (Adolescents) | |||
| Clinical Judgment (No SHQ or EROS available) | 3 | 14 | 14 |
| SHQ and EROS | 54 | 56 | 85 |
| SHQ and EROS available, but classification made on clinical grounds | 2 | 3 | 4 |
Gender dysphoric children were assigned to the homosexual groups because previous research has shown that same-sex sexual preference is the most likely sexual orientation outcome for these children.
Descriptive statistics for age and numbers of siblings.
| Variable | Heterosexual Males( | Homosexual Males( | Homosexual Females( |
| M (SD) | M (SD) | M (SD) | |
| Age | 14.38 (2.55) | 9.61 (4.87) | 12.33 (4.57) |
| Total Siblings | 1.53 (1.08) | 1.38 (1.03) | 1.24 (1.07) |
| Older Brothers | .35 (.66) | .42 (.67) | .29 (.58) |
| Older Sisters | .31 (.61) | .31 (.65) | .40 (.65) |
| Younger Brothers | .46 (.71) | .35 (.57) | .26 (.61) |
| Younger Sisters | .40 (.64) | .29 (.53) | .29 (.53) |
Proportions of older brothers, older sisters, younger brothers, and younger sisters among probands with at least one sibling.
| Variable | Heterosexual Males( | Homosexual Males( | Homosexual Females( |
| M (SD) | M (SD) | M (SD) | |
| Proportion of Older Brothers | .21 (.35) | .31 (.42) | .24 (.38) |
| Proportion of Older Sisters | .20 (.36) | .20 (.36) | .31 (.41) |
| Proportion of Younger Brothers | .31 (.41) | .27 (.39) | .20 (.36) |
| Proportion of Younger Sisters | .28 (.39) | .22 (.36) | .26 (.40) |
Summary of the steps in constructing the multinomial regression model using the backward elimination method.
| Model | Action | Effect(s) | −2 Log Likelihood | χ2 for removal |
|
|
| 0 | Entered | All effects | 794.42 | |||
| 1 | Removed | Proportion of Younger Brothers | 794.42 | 0 | 0 | |
| 2 | Removed | Total Number of Siblings | 795.26 | .84 | 2 | .66 |
| 3 | Removed | Proportion of Younger Sisters | 798.76 | 3.50 | 2 | .17 |
The χ2 for removal is based on the likelihood ratio test.
Because each proband’s proportions of older brothers, older sisters, younger brothers, and younger sisters is necessarily summed to 1.00, these proportions were perfectly multicollinear. To reduce the multicollinearity, the computational algorithm of the SPSS multinomial logistic regression program eliminated the proportion of younger brothers from the set of predictor variables.
Likelihood ratio tests for variables in the final multinomial equation.
| Effect | −2 log likelihood of reduced model | χ2 |
|
|
| Intercept | 928.98 | 130.22 | 2 | <.001 |
| Proportion of Older Sisters | 807.00 | 8.24 | 2 | .016 |
| Proportion of Older Brothers | 803.44 | 4.69 | 2 | .096 |
| Age | 931.84 | 133.09 | 2 | <.001 |
Note: The χ2 statistic is the difference in −2 log likelihoods between the final model and a reduced model. The reduced model is formed by omitting an effect from the final model. The null hypothesis is that all parameters of that effect are 0.
Parameter estimates for the final multinomial equation.
| Diagnostic Groups |
|
| Wald |
|
| Odds Ratio |
| Homosexual Males | ||||||
| Intercept | 3.56 | .39 | 83.99 | 1 | <.001 | |
| Age | −.27 | .03 | 96.42 | 1 | <.001 | .77 |
| Proportion of Older Brothers | .61 | .29 | 4.59 | 1 | .032 | 1.84 |
| Proportion of Older Sisters | −.02 | .30 | <.01 | 1 | .958 | .98 |
| Homosexual Females | ||||||
| Intercept | 1.47 | .43 | 11.94 | 1 | .001 | |
| Age | −.14 | .03 | 23.90 | 1 | <.001 | .87 |
| Proportion of Older Brothers | .37 | .31 | 1.40 | 1 | .236 | 1.45 |
| Proportion of Older Sisters | .70 | .30 | 5.36 | 1 | .021 | 2.01 |
The reference category is heterosexual males.
Sibling sex ratio by group.
| Group | Brothers | Sisters | Overall Sex Ratio | Older Sibling Sex Ratio | Younger Sibling Sex Ratio |
| Heterosexual Males | 170 (OB 73, YB 97) | 151 (OS 66, YS 85) | 112.6∶100 | 110.6∶100 | 114.1∶100 |
| Homosexual Males | 267 (OB 147, YB 120) | 209 (OS 108, YS 101) | 127.8∶100 | 136.1∶100 | 118.8∶100 |
| Homosexual Females | 117 (OB 62, YB 55) | 144 (OS 84, YS 62) | 81.3∶100 | 73.8∶100 | 88.7∶100 |
Note: Older Brothers (OB), Older Sisters (OS), Younger Brothers (YB), Younger Sisters (YS).
*p<.05.