| Literature DB >> 18447901 |
K Mathias Wegner1, Martin Kalbe, Manfred Milinski, Thorsten Bh Reusch.
Abstract
BACKGROUND: Ecological interaction strength may increase under environmental stress including temperature. How such stress enhances and interacts with parasite selection is almost unknown. We studied the importance of resistance genes of the major histocompatibility complex (MHC) class II in 14 families of three-spined sticklebacks Gasterosteus aculeatus exposed to their natural macroparasites in field enclosures in the extreme summer of 2003.Entities:
Mesh:
Year: 2008 PMID: 18447901 PMCID: PMC2386451 DOI: 10.1186/1471-2148-8-124
Source DB: PubMed Journal: BMC Evol Biol ISSN: 1471-2148 Impact factor: 3.260
Characteristics of the 14 families of three-spined sticklebacks.
| FAMILY (hatching date) | MHC GENOTYPE1 | N2 | PARASITE LOAD3 | ||
|---|---|---|---|---|---|
| 1 (06.06. 2002) | Segregating (5,8) | M89b, M90, M92, S89b, S91 | 5/11 | 8 | 0.40 ± 1.01 |
| M89, M92, M92–93, S89, S92 | |||||
| M89, M89b, M92, M92–93, S89, S89b, S91, S92 | 3/7 | ||||
| 2 (07.06. 2002) | Segregating (4,5,6,8) | M89b, M92–93, S89, S92 | 2/7 | 6 | 0.09 ± 0.94 |
| M89c, M90, M92, S89b, S91 | 2/5 | ||||
| M89b, M89c, M90, M92–93, S89, S92 | 1/3 | ||||
| M89b, M90, M92, M92–93, S89, S89b, S91, S92 | 1/4 | ||||
| 3 (28.04. 2002) | Non-segregating (4) | M90, M92, S89b, S91 | 11 | -0.50 ± 1.61 | |
| 4 (05.05. 2002) | Non-segregating (4) | M90, M92, S89b, S91 | 7 | 0.46 ± 2.04 | |
| 5 (21.05. 2002) | Non-segregating (4) | M89, M93, S89, S91 | 9 | -0.69 ± 1.67 | |
| 6 (15.05. 2002) | Segregating (4,8) | M89b, M92–93, S89, S92 | 0 | n.a. | |
| M89b, M89c, M90, M92–93, S89, S89b, S90, S92 | |||||
| 7 (03.05. 2002) | Segregating (6,7,8) | M90, M92, M92–93, S89, S89b, S91 | 0/2 | 1 | n.a. |
| M89b, M89c, M92, M93, S89, S91, S92 | 1/9 | ||||
| M89b, M89c, M90, M92–93, S89, S89b, S90, S91 | 0/7 | ||||
| 8 (02.05. 2002) | Non-segregating (4) | M90, M92–93, S89b, S92 | 5 | 0.98 ± 1.37 | |
| 9 (25.04. 2002) | Segregating (3,4,5,6) | M89c, M90, S90 | 0/4 | 3 | 1.98 ± 1.66 |
| M89, M93, S89, S92 | 1/6 | ||||
| M89c, M90, M91, S90, S91b | 1/4 | ||||
| M89, M90, M91, S89, S90, S91b | 1/5 | ||||
| 10 (02.05. 2002) | Segregating (4,6,7,8) | M90, M92, S90, S91 | 0/4 | 1 | n.a. |
| M89b, M92–93, M93, S89, S90, S91 | 1/9 | ||||
| M89b, M90, M92, M93, S89, S89b, S92 | 0/2 | ||||
| M89b, M90, M92, M92–93, S89, S90, S91, S92 | 0/5 | ||||
| 11 (04.05. 2002) | Segregating (4,5,7,8) | M89b, M93, S89, S92 | 0/3 | 2 | 1.89 ± 1.36 |
| M89b, M89c, M91b, S89, S90 | 1/7 | ||||
| M89b, M90, M92, M93, S89, S90, S91b | 0/3 | ||||
| M89c, M90, M91b, M92, S89, S90, S91b, S92 | 1/7 | ||||
| 12 (24.04. 2002) | Segregating (5,6,8,9) | M89c, M91b, S89, S90, S93 | 1/7 | 1 | n.a. |
| M89b, M91b, M92–93, S89, S92, S93 | 0/2 | ||||
| M89c, M90, M91b, M91, S89, S90, S91, S92 | 0/3 | ||||
| M89b, M90, M91, M92–93, S89, S90, S91, S92, | 0/7 | ||||
| S93 | |||||
| 13 (23.04. 2002) | Segregating (3,4,5,6) | M89, M89b, S89 | 0/2 | 3 | 0.56 ± 0.94 |
| M89, M89b, S89, S93 | 0/3 | ||||
| M89b, M91b, M92–93, S89, S92 | 2/9 | ||||
| M89, M89b, M92–93, S89, S92, S93 | 1/6 | ||||
| 14 | Segregating (4,6,7,8) | M89b, M93, S89, S91 | 0/3 | 1 | n.a. |
| M89b, M92, M93, S89, S91, S92 | 1/7 | ||||
| M89, M89b, M92, M93, S89, S91, S92 | 0/7 | ||||
| M89, M89b, M92, M93, S89, S89b, S91, S92 | 0/3 | ||||
1 Given are the number of sequence variants for each genotype in the left column and the allelic composition as migration speeds in bp of both primer pairs (M + S) used for genotyping in the right column.
2 N: The right column shows the number of identified and dissected survivors out of the 20 fish used per family. The left column shows the survivors as a fraction of the total number of each genotype used at the start of the experiment in segregating families. Order of genotypes corresponds to the MHC genotype column. Different genotypes with identical number of sequence variants have been pooled.
3 Parasite load was measured as the sum of standardized log-transformed infection intensities for all parasite species and family means (± SE) are shown for families with at least two survivors.
N.a. = not applicable
Figure 1Ordination of the first two canonical axes derived from the linear discriminant analysis on log-transformed infection intensities of 12 parasite species. Circles represent group means of segregating families and squares to non-segregating families with single observations connected by lines. 67% of individual fish could be correctly assigned to their original family based on their infecting parasite community (P = 0.037).
Figure 2Infection intensities of twelve macroparasite species in nine three-spined stickleback families with at least two survivors. Boxplots show medians (black lines), 25–75% quantiles (boxes), 5–95% quantiles (whiskers) and values outside these ranges (circles). The deviance of the family term from a Generalized Linear Model (GLM) with negative binomial error distributions is given for each species. Bonferroni corrected significant differences among families are indicated based on the family deviance: ***: P < 0.001, **: 0.001 < P < 0.01, ns: not significant.
Figure 3Correlation between family-wise survival rate and overall parasite load (calculated as the sum of standardized log-transformed infection intensities ± SE). The regression was calculated on family means weighted by the inverse of the standard errors associated with each family (R2 = 0.674, F1,7 = 14.442, P = 0.007). Circles represent segregating families and squares non-segregating families.
Figure 4Mean overall parasite load (± S.E., large circles) and individual parasite loads (small circles) of surviving fish in segregating families. Parasite load is expressed as GLM residuals with overall parasite load of fish from segregating families as response variable and cage*family as factor. The displayed quadratic polynomial is fitted to the means (R2 = 0.9598, F2,2 = 23.894, P = 0.0402). The lowest parasite load can be found at 6.14 MHC class IIB sequence variants, which matches the predicted optimal MHC diversity from previous studies [12-14]. N indicates sample sizes for each allele class.
Figure 5Relationship between number of MHC class IIB sequence variants and residual survival probability of each MHC genotype. Note that all fish entered this analysis, i.e. both dead ones reconstructed for their MHC genotype and those that survived. Residual survival probability was calculated as the difference between survival probability if a certain genotype and the overall survival probability of the family. The quadratic polynomial (survival = -0.560 + 0.190 * Nsequence variants - 0.016 * Nsequence variants2, R2 = 0.364, F2,30 = 8.601, P = 0.001) shows that within segregating families fish with a number of 6.086 MHC class IIB sequence variants have highest chance of survival.