Parasitology Notes

Parasites

  • Parasites benefit at the host's expense; restrictive definitions require living in/on the host and not immediately killing it.

Tick Feeding Strategies

  • Hard Ticks (Ixodidae):

    • Attach for days/months, may change hosts when molting. Subtypes: one-host, two-host, three-host (most).

  • Soft Ticks (Argasidae):

    • Attach for minutes/hour, may feed on multiple hosts between molts.

Parasite Types

  • Microparasites (pathogens):

    • Smaller than host (<10μm< 10 \mu m), short generation times, large numbers in infected hosts.

    • Examples: SARS-Cov-2, Coccidioides immitis, Mycobacterium tuberculosis

  • Macroparasites:

    • Larger than host (>100μm> 100 \mu m), generation time comparable to host, complete life cycle outside host, modest numbers in infected hosts.

    • Examples: Schistosoma mansoni, Eutrombicula alfreduggesi

  • Demodex folliculorum + D. brevis:

    • Obligate human commensals in hair follicles/sebaceous glands; implicated in skin disorders.

  • Dermatobia hominis (human bot fly):

    • Attaches eggs to other arthropods; larva burrows into host's skin, causing myiasis.

  • Parasitoids:

    • Juvenile stage develops on/in host, fatal to the host

  • Parasitic castrators:

    • Sterilize hosts, diverting resources to the parasite

    • A parasitic barnacle: Sacculina carcini

  • Parasitic plants:

    • Hemiparasites: derive some resources from host, capable of photosynthesis.

    • Holoparasites: derive all fixed carbon from host plant.

  • Social parasites:

    • Exploit the social structure of the host

    • Brood parasites and Inquilines

Parasite Species

  • Estimated 30-60% of eukaryotic species are parasites.

  • Estimated 10710910^7 - 10^9 virus species, mostly bacteriophages.

  • Approximately 70% of all described Hymenoptera are parasitoids.

Viruses and Carbon Cycle

  • Viruses eliminate 20-40% of bacterial cells daily, influencing the global carbon cycle.

Human Parasites

  • Over 2382 parasite species infect humans (viruses, bacteria, fungi, protists, helminths).

  • Infectious diseases caused approximately 13.7 million deaths in 2019.

Burden of infectious diseases

  • The burden of infectious disease is disproportionately borne by impoverished communities in tropical areas.

  • GNI per capita vs DALYS lost due to communicable and non-communicable diseases

Virulence Evolution

  • Virulence measures harm caused to host; usually measured via fitness proxies (mortality, fertility, body condition).

  • Virulence is influenced by:

    • parasite genotype

    • host genotype

    • host condition

    • host immunity

    • co-infections

  • Virulence can result from processes that are either beneficial or harmful to the parasite.

Myxoma Virus

  • Myxoma virus in European rabbits: virus evolved to be less virulent, while rabbits evolved resistance.

Avirulence Theory

  • Rejected theory that parasites evolve towards low virulence due to competition.

Parasite Fitness

  • Parasites must survive/reproduce within host and transmit to new host.

Basic Reproductive Number (R0R_0)

  • Mean number of secondary infections from one infected individual in a susceptible population.

  • Larger R0R_0 values mean faster spread.

  • Can be used as a proxy for parasite fitness.

SIR Model

  • Describes microparasite dynamics in a homogeneously mixing population.

  • Assumptions include:

    • hosts are susceptible, infected, or recovered

    • individuals are born susceptible at rate bb, uninfected individuals die at rate μ\mu

    • susceptible individuals are infected at rate β\beta through contacts with infected individuals

    • infected individuals die at an elevated rate of μ+α\mu + \alpha (α\alpha is virulence)

    • infected individuals recover at rate ρ\rho

SIR Model Equations

  • dSdt=bμSβSI\frac{dS}{dt} = b - \mu S - \beta SI

  • dIdt=βSI(μ+α)IρI\frac{dI}{dt} = \beta SI - (\mu + \alpha)I - \rho I

  • dRdt=ρIμR\frac{dR}{dt} = \rho I - \mu R

R0R_0 for the SIR Model

  • R0=βNμ+α+ρR_0 = \frac{\beta N}{\mu + \alpha + \rho}

  • Increasing Function:

    • transmission rate β\beta

    • equilibrium population density NN

  • Decreasing Function

    • baseline death rate μ\mu

    • excess death rate due to infection α\alpha

    • recovery rate ρ\rho

  • Parasite invasion occurs if R0>1R_0 > 1.

Virulence Tradeoff Theory

  • Parasite virulence covaries with other parameters (transmission, recovery rate).

  • R0=βNμ+α+ρR_0 = \frac{\beta N}{\mu + \alpha + \rho}

Virulence-Transmission Tradeoffs

  • Transmission rate is positively correlated with parasite virulence: β=φ(α)\beta = \varphi(\alpha)

  • R0=φ(α)Nμ+α+ρR_0 = \frac{\varphi(\alpha)N}{\mu + \alpha + \rho}

  • Optimal level: transmission rate is a decelerating function of the virulence.

Host Background Mortality and Virulence

  • Higher virulence is favored in hosts with higher background mortality.

Vaccination and Virulence

  • Leaky vaccines (reduce growth/mortality without blocking infection/transmission) select for increased virulence.

  • Vaccines reducing infection/transmission select for reduced virulence.

Multihost Parasites

  • Exhibit source-sink dynamics; reservoir hosts maintain parasite, spillover hosts experience high virulence.