Estimating turnover, movements and capture parameters of resting passerines in standardized capture-recapture studies

被引:23
作者
Kaiser, A [1 ]
机构
[1] MAX PLANCK INST BEHAV PHYSIOL,D-78315 RADOLFZELL,GERMANY
关键词
D O I
10.1080/02664769524784
中图分类号
O21 [概率论与数理统计]; C8 [统计学];
学科分类号
020208 ; 070103 ; 0714 ;
摘要
Jolly-Seber models A, B, D and 2 were used to investigate capture-recapture data. The standard Jolly-Seber model A (time-dependent survival phi and capture probability p) fits capture-recapture data of migrating passerines. Captures from a long-term mist-netting study (Mettnau Peninsula, SW Germany) at a stop-over site were used to estimate stop-over length from survival rate between days and capture probability. For some data, model 2 could be used, indicating a temporary reduction in 'survival' rate. Application of models B and D gave poor results. The total number of birds stopping over, i.e. population size, was estimated from captures of 1-5 line transects of nets in the spatial trapping design. Behaviour, movements within the stop-over site, catchability and ecophysiological covariables such as moult, fat deposition and climatic parameters are likely to have strong influence on the estimation of capture parameters.
引用
收藏
页码:1039 / 1047
页数:9
相关论文
共 16 条
[1]   ANALYSIS OF TRAPPING FIGURES AT METTNAU STATION, S GERMANY, WITH RESPECT TO THE POPULATION DEVELOPMENT IN SMALL BIRDS - A 20 YEARS SUMMARY 34 REPORT OF THE MRI-PROGRAM [J].
BERTHOLD, P ;
KAISER, A ;
QUERNER, U ;
SCHLENKER, R .
JOURNAL FUR ORNITHOLOGIE, 1993, 134 (03) :283-299
[2]  
Berthold P., 1991, Vogelwarte, V36, P1
[3]  
Berthold P., 1975, Vogelwarte, V28, P97
[4]  
BERTHOLD P, 1993, BIRD MIGRATION GENER
[5]  
Brownie C., 1985, STAT INFERENCE BAND, V156
[6]  
Burnham K. P., 1987, AM FISHERIES SOC MON, V5
[7]  
Hines J.H., 1989, PROGRAM CONTRAST GEN
[8]   FAT DEPOSITION AND THEORETICAL FLIGHT RANGE OF SMALL AUTUMN MIGRANTS IN SOUTHERN GERMANY [J].
KAISER, A .
BIRD STUDY, 1992, 39 :96-110
[9]  
KAISER A, UNPUB LENGTH STOPOVE
[10]  
KAISER A, 1993, THESIS U KONSTANZ GE