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Local asymptotic stability of a system of integro-differential equations describing clonal evolution of a self-renewing cell population under mutation - MaRDI portal

Local asymptotic stability of a system of integro-differential equations describing clonal evolution of a self-renewing cell population under mutation (Q2074277)

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Local asymptotic stability of a system of integro-differential equations describing clonal evolution of a self-renewing cell population under mutation
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    Local asymptotic stability of a system of integro-differential equations describing clonal evolution of a self-renewing cell population under mutation (English)
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    8 February 2022
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    selection mutation process
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    integro-differential equations
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    cell differentiation model
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    stationary solutions
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    asymptotic stability
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