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], "topics": [ "mpm_to_table" ] }, { "page": "mpm1", "title": "Example matrix population model (MPM)", "topics": [ "mpm1" ] }, { "page": "name_stages", "title": "Add stage names to matrices", "concept": [ "transformation" ], "topics": [ "name_stages" ] }, { "page": "net_repro_rate", "title": "Calculate net reproductive rate (R0) from a matrix population model", "concept": [ "life history traits" ], "topics": [ "net_repro_rate" ] }, { "page": "perturb_matrix", "title": "Perturbation analysis of a matrix population model", "concept": [ "perturbation analysis" ], "topics": [ "perturb_matrix" ] }, { "page": "perturb_stochastic", "title": "Calculate stochastic elasticities from a time-series of matrix population models and corresponding population vectors", "concept": [ "perturbation analysis" ], "topics": [ "perturb_stochastic" ] }, { "page": "perturb_trans", "title": "Perturbation analysis of transition types within a matrix population model", "concept": [ "perturbation analysis" ], 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matrix population model are reproductive", "concept": [ "transformation" ], "topics": [ "repro_stages" ] }, { "page": "scale_mpm_to_lambda1", "title": "Scale a matrix population model so that lambda equals 1", "concept": [ "transformation" ], "topics": [ "scale_mpm_to_lambda1" ] }, { "page": "shape_rep", "title": "Calculate shape of reproduction over age", "concept": [ "life history traits" ], "topics": [ "shape_rep" ] }, { "page": "shape_surv", "title": "Calculate shape of survival over age", "concept": [ "life history traits" ], "topics": [ "shape_surv" ] }, { "page": "stage_at_death_dist", "title": "Compute distribution of stage at death from a stage-structured MPM", "concept": [ "life history traits" ], "topics": [ "stage_at_death_dist" ] }, { "page": "standard_stages", "title": "Identify stages corresponding to different parts of the reproductive life cycle", "concept": [ "transformation" ], "topics": [ "standard_stages" ] }, { "page": "vital_rates", "title": "Derive mean vital 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