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Siblicide

Killing of an infant individual by its siblings

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Through Bird, Human and Insect

Siblicidal behavior can be either obligate or facultative. In obligate siblicide, a sibling almost always ends up being killed. In facultative siblicide, a sibling may or may not be killed, based on environmental conditions. In birds, obligate siblicidal behavior results in the older chick killing the other chick(s). In facultative siblicidal animals, fighting is frequent, but does not always lead to death of a sibling; this type of behavior often exists in patterns for different species. For instance, in the blue-footed booby, a sibling may be hit by a nest mate only once a day for a couple of weeks and then attacked at random, leading to its death. More birds are facultatively siblicidal than obligatory siblicidal. This is perhaps because siblicide takes a great amount of energy and is not always advantageous.

Siblicide generally only occurs when resources, specifically food sources, are scarce. Siblicide is advantageous for the surviving offspring because they have now eliminated most or all of their competition. It is also somewhat advantageous for the parents because the surviving offspring most likely have the strongest genes, and therefore likely have the highest fitness.

Some parents encourage siblicide, while others prevent it. If resources are scarce, the parents may encourage siblicide because only some offspring will survive anyway, so they want the strongest offspring to survive. By letting the offspring kill each other, it saves the parents time and energy that would be wasted on feeding offspring that most likely would not survive anyway.

(The word siblicide is also used as a unifying term for fratricide and sororicide in the human species; unlike these more specific terms, siblicide leaves the sex of the victim unspecified.)

Models

Originally proposed by Dorward (1962), the insurance egg hypothesis (IEH) has quickly become the most widely supported explanation for avian siblicide as well as the overproduction of eggs in siblicidal birds. The IEH states that the extra egg(s) produced by the parent serves as an "insurance policy" in the case of the failure of the first egg (either it did not hatch or the chick died soon after hatching). When both eggs hatch successfully, the second chick, or ‘B’ chick, is the so-called marginal offspring; it is marginal in the sense that it can add to or subtract from the evolutionary success of its family members. It can increase reproductive and evolutionary success in two primary ways. Firstly, it represents an extra unit of parental success if it survives along with its siblings.

In the context of Hamilton's inclusive fitness theory, the marginal chick increases the total number of offspring successfully produced by the parent and therefore adds to the gene pool that the parent bird passes to the next generation. Secondly, it can serve as a replacement for any of its siblings that do not hatch or die prematurely.

Inclusive fitness is defined as an animal's individual reproductive success, plus the positive and/or negative effects that animal has on its sibling's reproductive success, multiplied by the animal's degree of kinship. In instances of siblicide, the victim is usually the youngest sibling. This sibling's reproductive value can be measured by how much it enhances or detracts from the success of other siblings, therefore this individual is considered to be marginal. The marginal sibling can act as an additional element of parental success if it, as well as its siblings, survive. If an older sibling happens to die unexpectedly, the marginal sibling is there to take its place; this acts as insurance against the death of another sibling, which depends on the likelihood of the older sibling dying.

Parent–offspring conflict is a theory which states that offspring can take actions to advance their own fitness while decreasing the fitness of their parents and that parents can increase their own fitness while simultaneously decreasing the fitness of their offspring. This is one of the driving forces of siblicide because it increases the fitness of the offspring by decreasing the amount of competition they have. Parents may either discourage or accept siblicide, depending on whether it increases the probability of their offspring surviving to reproduce.

Mathematical representation

The cost and effect siblicide has on a brood's reproductive success can be broken down into an algebraic equation: m is some measure of the total parental care or parental investment (PI) in the entire brood, with an absolute maximum possible value MH (hence parental effort m constrained to 0≤m≤MH). Parents investing m units of care in the current batch of offspring can expect a future reproductive success f(m), given by

where fH is the parents' future reproductive success when it makes no reproductive attempt (reproduction postponed to next season). The constant θ is a shape parameter that determines the relationship between parental investment and the cost of reproduction.

The equation models the risk / cost to the parent's own survival into the next breeding season, given the extra exertion to protect and provide food for their young; it indicates that as parental care m increases, the future reproductive success of the parent decreases. The parents' future reproductive success is modeled as an exhaustible asset, which drops to zero (no possibility of parents breeding again, later) if they provide self-sacrificial care (m≥MH), whereas the parents' own future prospects remain the same, or nearly the same, if they provide no care, or very little care (0⪅m).

The probability P(m) that the offspring thrive to join the breeding population after receiving m units of parental care is

where MV is the minimum amount of parental care, m, required for the season's offspring to have any chance of growing to themselves become breeding adults.

The relation indicates that with inadequate care, or with merely adequate care, (m≤MV) the whole brood will surely fail to survive to become reproducing adults, but that with more than adequate care (m>MV) the probability of the offspring living and breeding in the next season rises (only becoming certain, P=1, with a hypothetically "infinite" amount of parental care, m).

MV is the minimum amount of effort required from the parents, m, to give their offspring any non-zero chance of their brood / litter maturing to themselves become breeding adults. If MV⪅MH, then the parents just barely have a chance of producing any offspring, and have only one chance to breed in their lifetime, like many seasonal insects. If MV≪MH, then the parents might raise several successful offspring, while still themselves having a fair chance of breeding again; in that case, MV⪅m would represent a minimalist strategy, where the parents spend little effort, and the underfed offspring just barely have any chance of survival, but the parents conserve their own chance of breeding again later. At the other extreme, m⪅MH would represent a parental "go for broke" strategy, where the parents will be unable to breed any more, but ensure maximal brood survival (e.g. salmon or octopuses laying myriad eggs, but the parents always dying soon after they breed). There is some kind of middle ground, MV<m≈Mopt<MH, where the parents raise as many offspring as possible, with some risk to their own future, but not so much that they completely squander their own chance of breeding again.

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