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Journal of Biological Dynamics Volume 7, 2013 - Issue 1
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Original Articles

A generalized two-sex logistic model

D. MaxinDepartment of Mathematics and Computer Science, Valparaiso University, 1900 Chapel Drive, Valparaiso, IN46383, USACorrespondence[email protected]
&
L. SegaDepartment of Mathematics, Georgia Regents University, 2500 Walton Way, Augusta, GA30904-2200, USA
Pages 302-318 | Received 13 Mar 2013, Accepted 03 Nov 2013, Published online: 25 Nov 2013

Figures & data

Figure A1. ℛ∞=1.2. Parameter values: β0=0.8, b=0.3, cf=0.7, cm=0.6, , , ρ=2.5, γf=0.3, γm=0.7.

Figure A1. ℛ∞=1.2. Parameter values: β0=0.8, b=0.3, cf=0.7, cm=0.6, , , ρ=2.5, γf=0.3, γm=0.7.

Figure A2. The case of a biologically ill posed model (2) with female-dominated pair-formation. Parameter values: β0=1, b=0.3, cf=0.007, cm=0.006, , , ρ=2, γf=0.4, γm=0.6.

Figure A2. The case of a biologically ill posed model (2) with female-dominated pair-formation. Parameter values: β0=1, b=0.3, cf=0.007, cm=0.006, , , ρ=2, γf=0.4, γm=0.6.

Figure A3. ℛf=8, ℛm=0.86, ℛ=1.83. Parameter values: β0=0.7, b=0.3, cf=0.07, cm=0.06, , , ρ=0.7, γf=0.4, γm=0.6.

Figure A3. ℛf=8, ℛm=0.86, ℛ=1.83. Parameter values: β0=0.7, b=0.3, cf=0.07, cm=0.06, , , ρ=0.7, γf=0.4, γm=0.6.

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