(a) Life-cycle diagram of the mesquite lizard (Sceloporus grammicus). Nodes represent size categories, arrows represent transition probabilities (in the case of growth or stasis) or contributions (in the case of fecundities) made by individuals in a particular category to other categories from 1 year to the next. F, fecundity; G, growth, which is defined as survival with progression to a larger size class; P, stasis, which is defined as survival staying in the same size class. Subscripts (ij) indicate the direction of the transition or contribution, from size class j to size class i. (b) Population projection matrix for S. grammicus. Terms in the matrix are equivalent to those in the life-cycle diagram. The matrix can be interpreted as a numerical representation of the life-cycle diagram. 

(a) Life-cycle diagram of the mesquite lizard (Sceloporus grammicus). Nodes represent size categories, arrows represent transition probabilities (in the case of growth or stasis) or contributions (in the case of fecundities) made by individuals in a particular category to other categories from 1 year to the next. F, fecundity; G, growth, which is defined as survival with progression to a larger size class; P, stasis, which is defined as survival staying in the same size class. Subscripts (ij) indicate the direction of the transition or contribution, from size class j to size class i. (b) Population projection matrix for S. grammicus. Terms in the matrix are equivalent to those in the life-cycle diagram. The matrix can be interpreted as a numerical representation of the life-cycle diagram. 

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We conducted a 5 year demographic study in one population of the viviparous lizard Sceloporus grammicus Wiegmann, 1828 in central México. The population was structured in three size classes (juveniles, small adults, and asymptotic adults) for which we estimated annual survival and fecundity rates. A population projection matrix was constructed for...

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... rates of the different phases of the life cycle of S. grammicus represented by the three size classes into which we structured the population (i.e., ju- veniles, small adults, and asymptotic adults). The life-cycle diagram depicts all the transitions and contributions that can be observed among the size classes from 1 year to the fol- lowing year (Fig. 1a). When female lizards survive, they can either remain in the same size class (stasis, depicted with a P in both the life-cycle diagram and the transition matrix; Figs. 1a, 1b) or progress to a superior size class (growth, G in Figs. 1a, 1b). In most years (except transition 1994-1995), we observed certain proportion of juveniles ...
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... a P in both the life-cycle diagram and the transition matrix; Figs. 1a, 1b) or progress to a superior size class (growth, G in Figs. 1a, 1b). In most years (except transition 1994-1995), we observed certain proportion of juveniles surviving and growing more than one size class (to asymp- totic adults) from 1 year to the next (transition G 31 in Figs. 1a, 1b). Both adult categories contribute to juveniles by offspring production (fecundity, F in Figs. 1a, 1b). Ma- trix entries (a ij ), which translate the life-cycle diagram into a numerical and analytical tool, represent survival with sta- sis (in the main diagonal), survival with growth (in the sub- diagonals), and contribution to ...
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... size class (growth, G in Figs. 1a, 1b). In most years (except transition 1994-1995), we observed certain proportion of juveniles surviving and growing more than one size class (to asymp- totic adults) from 1 year to the next (transition G 31 in Figs. 1a, 1b). Both adult categories contribute to juveniles by offspring production (fecundity, F in Figs. 1a, 1b). Ma- trix entries (a ij ), which translate the life-cycle diagram into a numerical and analytical tool, represent survival with sta- sis (in the main diagonal), survival with growth (in the sub- diagonals), and contribution to juveniles by fecundity (in the first row) of a mean individual in size class j (columns) to size class i ...
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... (a ij ), which translate the life-cycle diagram into a numerical and analytical tool, represent survival with sta- sis (in the main diagonal), survival with growth (in the sub- diagonals), and contribution to juveniles by fecundity (in the first row) of a mean individual in size class j (columns) to size class i (rows) from 1 year to the next ( Fig. 1b; Caswell ...
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... addition, we also took into account the contribution that surviving females in the juvenile size class make to the same juvenile category (matrix entry a 11 ) from 1 year to the following year by means of offspring production. As de- picted in Fig. 1a, a proportion of juveniles survive and grow large enough to reach the small adult size class or even the asymptotic adult size class in one annual transition. Some of these ''growing'' juvenile females at the beginning of any particular annual transition exhibit a size that, although still within the threshold of the juvenile category ...
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... the corresponding estimated litter size. In consequence, we calculated the total contribution of juveniles to juveniles (the entry a 11 in all matrices) as a combination of the stasis of some juvenile females from 1 year to the next and the offspring produced by those large surviving and growing ju- veniles that begin reproduction (P 11 + F 11 in Figs. 1a, ...
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... growth rate simply by adding all the entries in the elasticity matrices that corresponded to each category or to each process ( Silvertown et al. 1993). Nevertheless, as the entry a 11 in the transition matrices is a combination of juve- nile stasis and fecundity (through the offspring produced by some of the growing juveniles; P 11 + F 11 in Figs. 1a, 1b), the corresponding elasticity (entry e 11 in the elasticity ma- trices) was partitioned into the proportion that is due to sta- sis and that is due to fecundity. Those proportions were added to the summed elasticity for stasis and fecundity, re- ...

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