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Biology · Behaviour, Communication & Social Life

Social organisation, kinship and the evolution of cooperation

An animal gives up a resource and another gains it. That immediate transfer does not yet tell us whether the giver loses reproductive success, gains a later benefit, helps relatives or participates in an exchange. Social evolution begins by making those possibilities explicit.

Nervous Systems, Senses & Movement supplies the sensory and motor context. Evolutionary Processes & Adaptation introduces heritable variation, selection and fitness. Begin with the first lesson and the ordinary numerical examples; return to those chapters when a mechanism or evolutionary comparison needs more detail. Animal Reproduction, Development & Life Histories is an optional return path for reproductive timing and the distinction between resource expenditure and lifetime outcomes.

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By the end, you can

Use explicit fitness effects, relatedness and evidence for contingent exchange to compare possible explanations of social behaviour.

01

Describe organisation before assigning benefits

Social organisation includes who associates, who interacts and how roles or access are distributed. A group can contain relatives, unrelated individuals or both. Sharing a location does not prove cooperation, stable hierarchy or common interests in every outcome.

Evolutionary classifications of social behaviour concern fitness consequences for an actor and a recipient over a stated comparison. Both gaining is mutual benefit; an actor losing direct fitness while a recipient gains is biological altruism. An actor gaining while the recipient loses is selfishness; both losing is spite in this technical classification.

These labels do not describe moral intentions or emotional kindness. An immediate resource cost can be followed by a direct benefit, so its classification depends on the full relevant account. The original outcome plane stipulates complete comparable fitness changes; it does not infer them from observed food transfers.

Social classifications use two fitness effects

Social classifications use two fitness effectsFour stipulated outcome points occupy the four sign combinations of actor and recipient direct fitness change. The axes retain zero as the unchanged comparison.Assigned change in recipient direct fitness-3-2-1012345-4-3-2-101234(-3, 4)(2, 4)(2, -1)(-1, -2)Assigned change in actor direct fitnessBiological altruismMutual benefitSelfishnessSpiteComparable assigned fitness unitsNo change relative to the comparisonEffects use the same specified outcome horizonTechnical classification does not identify motiveOriginal complete comparable fitness-effect stipulations over adefined common outcome horizon. Not resource transfers,intentions, actual lifetime measurements or predictions for a realspecies.
A later direct return could change an incomplete account. The supplied points already stipulate the relevant complete effects.
Read the diagram in words

The actor/recipient effects are −3/+4 for biological altruism, +2/+4 for mutual benefit, +2/−1 for selfishness and −1/−2 for spite. The sign combinations classify the stipulated complete effects rather than the immediate resource transfer.

Social classifications use two fitness effects
Social classifications use two fitness effectsAssigned change in actor direct fitnessAssigned change in recipient direct fitness
Biological altruism-34
Mutual benefit24
Selfishness2-1
Spite-1-2

Comparable assigned fitness units

No change relative to the comparison

Effects use the same specified outcome horizon

Technical classification does not identify motive

Original complete comparable fitness-effect stipulations over a defined common outcome horizon. Not resource transfers, intentions, actual lifetime measurements or predictions for a real species.

02

Kinship is one route, with conditions

Direct fitness concerns an individual's own reproductive contribution in the comparison. Indirect fitness effects arise through effects on others, weighted by relevant genetic relatedness. In kin-selection reasoning, relatedness describes genetic association relative to a population reference; it is not simply the fraction of all DNA that two individuals share.

For an introductory additive model, let b be the recipient's fitness benefit, c the actor's positive direct fitness cost, and r the relevant relatedness. The condition r×b>c compares the weighted benefit with the cost. These quantities must use compatible fitness accounting, and a simple form has assumptions about effects and selection.

The model holds b at three and c at one. With assigned r=0.5, the weighted benefit is 1.5 and the difference is 0.5. With r=0.25, it is 0.75 and the difference is −0.25. This changes the condition in the model without making every act among relatives advantageous or requiring animals to recognise kin consciously.

A weighted benefit depends on the relatedness account

A weighted benefit depends on the relatedness accountTwo assigned relatedness values weight the same recipient benefit while holding the actor's positive direct fitness cost fixed.Relatedness times recipient benefitAssigned case A0.5 × 3 = 1.5Assigned case B0.25 × 3 = 0.750123Weighted benefit minus costAssigned case A0.5 × 3 − 1 = 0.5Assigned case B0.25 × 3 − 1 = -0.25-1012r × b − cRelevant relatedness: rRecipient fitness benefit: b = 3Actor's positive direct fitness cost: c = 1A model condition is not a probability of helpingOriginal additive weak-selection teaching account, compatibledirect fitness changes, positive cost and assigned relevantrelatedness relative to a population reference. No actualpedigree, kin recognition, DNA-identity fraction or universalsufficient condition.
This form requires its additive and fitness-accounting conditions. Relatives do not automatically benefit from every social action.
Read the diagram in words

At relatedness 0.5, benefit three is weighted to 1.5; subtracting cost one gives 0.5. At relatedness 0.25, the weighted benefit is 0.75 and margin −0.25. The cost and benefit are otherwise unchanged.

A weighted benefit depends on the relatedness account
Assigned comparisonRelevant relatedness (r)Recipient fitness benefit (b)Actor's positive direct fitness cost (c)Relatedness times recipient benefitWeighted benefit minus cost
Assigned case A0.5311.50.5
Assigned case B0.25310.75-0.25

r × b − c

A model condition is not a probability of helping

Original additive weak-selection teaching account, compatible direct fitness changes, positive cost and assigned relevant relatedness relative to a population reference. No actual pedigree, kin recognition, DNA-identity fraction or universal sufficient condition.

03

A return can matter without proving a contingent exchange

Cooperation can also yield direct benefits, such as a shared outcome improving both participants' reproductive prospects. It therefore need not require close kinship. Relatedness, direct benefits and repeated interactions can operate together rather than being mutually exclusive explanations.

Reciprocity concerns a benefit returned in relation to a previous interaction. Seeing A help B and B help A establishes that both directions occur; it does not by itself establish that the later help depended on the earlier help. Familiarity, need, opportunity and partner quality can influence both.

The original record has nine returns in twelve familiar-partner opportunities and three in twelve unfamiliar-partner opportunities. A separate matched-partner record has nine returns in twelve opportunities following receipt of help and six in twelve following no receipt. These are conditional associations, without random assignment or control of all relevant states.

A selected vampire-bat research discussion illustrates why food-sharing correlations, direct benefits, kinship and contingent reciprocation need careful separation. Its historical analysis is a guide to evidence, not a claim that all later research remains unresolved or that every social exchange follows one strategy.

Returned help can have several explanations

Returned help can have several explanationsTwo separate conditional records are paired with alternative candidate explanations. Shared partner context and contingent return are different proposed relationships.Separate partner-familiarity recordFamiliar-partner opportunities9/12 = 0.75Unfamiliar-partner opportunities3/12 = 0.2500.250.50.751Returns divided by opportunitiesFirst-minus-second row fraction: 0.512 + 12 = 24Separate matched-partner recordPrior help received9/12 = 0.75Prior help not received6/12 = 0.500.250.50.751Returns divided by opportunitiesFirst-minus-second row fraction: 0.2512 + 12 = 24Candidate: a shared context affects bothPartner contextor opportunityEarlier help fromA to BLater help fromB to ACandidate: return depends on earlier helpEarlier help from A to BLater help from B to ACandidate explanation, not demonstrated causeThe two records track separate opportunitiesSeparate original opportunity records, one matched partneridentity for the prior-help comparison, complete stipulated countsand two conceptual candidate graphs. No actual animals, randomassignment, independence, causal proof or historical conclusion.
A conditional association is more specific than bidirectional sharing but still leaves alternative explanations. The separate records are not one pooled cohort.
Read the diagram in words

Familiarity fractions are 9/12 and 3/12, difference 0.5. In the separate matched-pair record, fractions after help and after no help are 9/12 and 6/12, difference 0.25. One candidate graph has shared context leading to both directions of help; another has earlier help leading to later return.

Separate partner-familiarity record
Specified opportunity classOpportunities in this rowOpportunities with returnReturns divided by opportunities
Familiar-partner opportunities1299/12 = 0.75
Unfamiliar-partner opportunities1233/12 = 0.25
Separate partner-familiarity record
Familiar-partner opportunities + Unfamiliar-partner opportunities12 + 12 = 24
First-minus-second row fraction0.5
Separate matched-partner record
Specified opportunity classOpportunities in this rowOpportunities with returnReturns divided by opportunities
Prior help received1299/12 = 0.75
Prior help not received1266/12 = 0.5
Separate matched-partner record
Prior help received + Prior help not received12 + 12 = 24
First-minus-second row fraction0.25
Candidate: a shared context affects both
Partner context or opportunity → Earlier help from A to BCandidate explanation, not demonstrated cause
Partner context or opportunity → Later help from B to ACandidate explanation, not demonstrated cause
Candidate: return depends on earlier help
Earlier help from A to B → Later help from B to ACandidate explanation, not demonstrated cause

Candidate explanation, not demonstrated cause

The two records track separate opportunities

Separate original opportunity records, one matched partner identity for the prior-help comparison, complete stipulated counts and two conceptual candidate graphs. No actual animals, random assignment, independence, causal proof or historical conclusion.

04

The explanation needs the missing consequences

A complete evolutionary account connects behavioural effects to survival and reproduction, inheritance and population context. Ecological conditions can alter costs and benefits. Interactions among relatives can also involve competition, so shared ancestry alone is not a full outcome account.

Immediate mechanisms remain important: recognising an individual, remembering an interaction or responding to a current need are different proximate possibilities. A kin-selection explanation does not identify a particular recognition mechanism, and a return of help does not prove a conscious debt calculation.

Groups are not automatically selected to maximise a single shared welfare value. The useful first step is to specify the participants and consequences at the scale the evidence supports. Different explanations can then make distinct predictions without turning an appealing social story into a universal law.

Worked example

Compare a fitness condition and a behavioural association

For the first additive case,0.5 × 3 − 1 = 0.5. For the second,0.25 × 3 − 1 = −0.25. The cost remains one while the relatedness weighting changes. These margins describe the supplied selection condition, not measured probabilities that an animal will help.

The familiar-partner return fraction is 9/12 = 0.75; the unfamiliar-partner fraction is 3/12 = 0.25. Their difference is 0.5. That comparison could reflect a relationship effect without any return specifically contingent on earlier help.

Within the separately supplied matched-partner record, the corresponding fractions are 9/12 = 0.75 after help and 6/12 = 0.5 after no help, a difference of 0.25. This is a more focused association but still does not eliminate need, opportunity or other changing states. The two records cannot be pooled as if they tracked the same opportunities.

Check your understanding

  1. Does an immediate energy cost establish biological altruism?

    Show reasoning

    No. The classification concerns direct fitness effects over the relevant comparison. Later direct benefits could change the account; resource expenditure alone does not supply lifetime consequences.

  2. What does the additive account predict for r=0.25, benefit three and cost one?

    Show reasoning

    The weighted benefit is 0.25 × 3 = 0.75, less than cost one; the margin is −0.25. The specified condition is not met. This is a model result, not a measured helping frequency or universal rule.

  3. Why do mutual help and a higher return fraction after help not by themselves prove reciprocity?

    Show reasoning

    Bidirectional help and conditional associations can reflect familiarity, need, opportunity or partner quality. Evidence for contingent return must distinguish dependence on earlier help from those alternatives.

What to carry forward

Social explanations need a stated time horizon, compatible fitness effects and evidence that separates kinship, direct benefits and contingent exchange.

References

Resources supporting this lesson’s explanations and examples.

  1. Social semantics: altruism, cooperation, mutualism, strong reciprocity and group selection (Journal of Evolutionary Biology 20(2):415–432, 2007; doi: 10.1111/j.1420-9101.2006.01258.x)S. A. West, A. S. Griffin and A. GardnerScientific reviewpubmed.ncbi.nlm.nih.govRead source
  2. Hamilton's rule and the causes of social evolution (Philosophical Transactions B 369:20130362, 2014; doi: 10.1098/rstb.2013.0362)Andrew F. G. BourkeScientific reviewpmc.ncbi.nlm.nih.govRead source
  3. Does food sharing in vampire bats demonstrate reciprocity? (Communicative & Integrative Biology 6(6):e25783, 2013; doi: 10.4161/cib.25783)Gerald G. Carter and Gerald S. WilkinsonResearch discussionpmc.ncbi.nlm.nih.govRead source