| Literature DB >> 31871648 |
Shahrbanou Hosseini1,2, Henner Simianer1,2, Jens Tetens1,2, Bertram Brenig1,2,3, Sebastian Herzog4,5, Ahmad Reza Sharifi1,2.
Abstract
Sex determination in zebrafish by manual approaches according to current guidelines relies on human observation. These guidelines for sex recognition have proven to be subjective and highly labor-intensive. To address this problem, we present a methodology to automatically classify the phenotypic sex using two machine learning methods: Deep Convolutional Neural Networks (DCNNs) based on the whole fish appearance and Support Vector Machine (SVM) based on caudal fin coloration. Machine learning techniques in sex classification provide potential efficiency with the advantage of automatization and robustness in the prediction process. Furthermore, since developmental plasticity can be influenced by environmental conditions, we have investigated the impact of elevated water temperature during embryogenesis on sex and sex-related differences in color intensity of adult zebrafish. The estimated color intensity based on SVM was then applied to detect the association between coloration and body weight and length. Phenotypic sex classifications using machine learning methods resulted in a high degree of association with the real sex in nontreated animals. In temperature-induced animals, DCNNs reached a performance of 100%, whereas 20% of males were misclassified using SVM due to a lower color intensity. Furthermore, a positive association between color intensity and body weight and length was observed in males. Our study demonstrates that high ambient temperature leads to a lower color intensity in male animals and a positive association of male caudal fin coloration with body weight and length, which appears to play a significant role in sexual attraction. The software developed for sex classification in this study is readily applicable to other species with sex-linked visible phenotypic differences.Entities:
Keywords: color; machine learning; sex classification; temperature; zebrafish
Year: 2019 PMID: 31871648 PMCID: PMC6912926 DOI: 10.1002/ece3.5788
Source DB: PubMed Journal: Ecol Evol ISSN: 2045-7758 Impact factor: 2.912
Figure 1The schematic diagram represents the Support Vector Machine classification with Gaussian kernel function used in this study for sex discrimination. X presents samples (input data), w presents weights, and b illustrates the bias factor
Figure 2The graph represents the flow chart of the architecture of the convolutional neural networks (CNNs) applied for sex classification in this study
Figure 3The result of sex classification using deep convolutional neural networks (DCNNs) and support vector machine (SVM) methods compared with real sex. The degree of agreement (φ) between sex classification using DCNNs analysis of adult fish body features and SVM analysis using color of caudal fin with real sex in control (a, b) and temperature treatment groups (c, d)
Figure 4Association between degree of caudal fin coloration using SVM with body weight and length in different experimental groups: CF (control female), CM (control male), TF (treatment female), and TM (treatment male). (a) LS‐means for the levels of Treatment × Sex interaction without considering any covariates in statistical model and considering the covariate of body weight (b) and total length (c). Different alphabets (a–c) illustrate the significant differences between the least squares means of different factor levels (p < .0001). Y axis represents the color intensity of caudal fins derived from SVM
Figure 5The effect of body weight (a) and total length (b) on pigmentation intensity in different experimental groups: CF (control female), CM (control male), TF (treatment female), and TM (treatment male). The solid lines show the LS‐means at certain level of body weight and total length. The dash bars present the confidence limits of LS‐means. Y axis represents the color intensity of caudal fins derived from SVM
Least squares means, standard error (±SE), and ANOVA significance level for body weight (g) and total length (mm) in adult zebrafish for the effect of temperature, sex, and treatment × sex interaction
| Effect | Traits | ||
|---|---|---|---|
| Body weight | Total length | ||
| Treatment | |||
| Low temperature | 0.3952 ± 0.0049a | 34.8982 ± 0.1323a | |
| High temperature | 0.4161 ± 0.0067b | 35.4976 ± 0.1816b | |
| Sex | |||
| Male | 0.3773 ± 0.0047a | 35.1049 ± 0.1253a | |
| Female | 0.4339 ± 0.0069b | 35.2909 ± 0.1865a | |
| Treatment × Sex | |||
| LT × Male | 0.3582 ± 0.0070a | 34.9648 ± 0.1882a | |
| HT × Male | 0.3965 ± 0.0062b | 35.2450 ± 0.1653a | |
| LT × Female | 0.4321 ± 0.0069b | 34.8316 ± 0.1859a | |
| HT × Female | 0.4357 ± 0.0121b | 35.7502 ± 0.3233a | |
Different alphabets (a–c) illustrate the significant differences between the least squares means of different factor levels (p < .05).
Low temperature refers to the control group at 28°C.
High temperature refers to the temperature treatment group at 35°C.