WARNING:
JavaScript is turned OFF. None of the links on this concept map will
work until it is reactivated.
If you need help turning JavaScript On, click here.
This Concept Map, created with IHMC CmapTools, has information related to: Pop Dynamics Ch 10 021815 copy, the rate of increase / decrease in a population with discrete ("pulsed") reproductive periods (Fig. 10.22) such that a declining population's value range is less than 1, emmigration leading to the following Population Size Equation N(t) = N(t-1)+N(I)+N(B)-N(D)-N(E), Static Life Table (p. 227) defined as snapshot of survival of individuals of different age classes (take information at one given time), the rate of increase / decrease in a population with overlapping generations & births (by females) throughout a year such that a growing population's value range is positive, (2) survivorship rates of different age classes of individuals within the population can be summarized by either Cohort Life Table (p. 226), high survival (low mortality) of juveniles , followed by a rapid decline in survival (= high mortalilty) among older individuals for example Dall Sheep, Type I Survivorship Curve characterized by high survival (low mortality) of juveniles , followed by a rapid decline in survival (= high mortalilty) among older individuals, relatively easy to collect data for example Dall sheep Estimate age by counting the rings on horns, high predation of eggs / offspring for example oysters, a video or movie (that captures information over time) constraint Ecologist must follow all individuals from birth to death (but data are difficult to collect), a declining population's value range is negative for example mud turtles that lay > 1 clutch / year, 1 of 3 Survivorship Curves (Fig. 10.18) classified as Type I Survivorship Curve, increases due to immigration, Population Dynamics is defined as fluctuations / changes within a population's (1) size; (2) survivorship rates of different age classes; (3) rates of increase / decrease over time, deaths leading to the following Population Size Equation N(t) = N(t-1)+N(I)+N(B)-N(D)-N(E), snapshot of survival of individuals of different age classes (take information at one given time) analogous to a picture (that captures information in one instant) ("snapshot"), plants that grow from seed --> plant --> flower --> seed in one year ("annual") for example goldenrod, fluctuations / changes within a population's (1) size; (2) survivorship rates of different age classes; (3) rates of increase / decrease over time with (1) changes in a population's size (# of individuals) (p. 219), increases due to births, (1) changes in a population's size (# of individuals) (p. 219) either increases