Extending Rapoport's rule to Pacific marine fishes

被引:98
作者
Stevens, GC
机构
[1] Department of Biology, University of New Mexico, Albuquerque
关键词
Rapoport's rule; bathymetric range; depth range; latitude; marine fishes;
D O I
10.1046/j.1365-2699.1996.00977.x
中图分类号
Q14 [生态学(生物生态学)];
学科分类号
071012 ; 0713 ;
摘要
The mean bathymetric (depth) range of assemblages of marine fishes is negatively correlated with the depth at which the assemblage is found and negatively correlated with species richness. These findings support the creation of a new biogeographic rule patterned after the terrestrial Rapoport's Rules for Latitude and Elevation. Previous work on Rapoport's rule is extended to include this bathymetric rule and the basis for all known Rapoport's rules is generalized in hopes of broadening the search for other Rapoport's rules. Species richness is found to be correlated with Rapoport phenomena, consistent with previous studies. Moreover, local species richness is found to be strongly influenced by regional patterns of species richness (so-called macro-ecological factors), not just local influences such as productivity in the immediate area.
引用
收藏
页码:149 / 154
页数:6
相关论文
共 16 条
[1]  
ANDERSON S, 1981, AM MUS NOVIT, P1
[2]  
BROWN JH, 1995, MACROECOLOGY
[3]  
Eschmeyer William N., 1983, FIELD GUIDE PACIFIC
[4]  
MAC ARTHUR ROBERT H., 1967
[5]   EQUILIBRIUM-THEORY OF INSULAR ZOOGEOGRAPHY [J].
MACARTHUR, RH ;
WILSON, EO .
EVOLUTION, 1963, 17 (04) :373-&
[6]   LATITUDINAL GRADIENTS IN SPECIES-DIVERSITY [J].
PIANKA, ER .
TRENDS IN ECOLOGY & EVOLUTION, 1989, 4 (08) :223-223
[7]  
PICKARD GL, 1982, DESCRIPTIVE PHYSICAL
[8]   SOURCES, SINKS, AND POPULATION REGULATION [J].
PULLIAM, HR .
AMERICAN NATURALIST, 1988, 132 (05) :652-661
[9]   TAXON CYCLES IN WEST-INDIAN AVIFAUNA [J].
RICKLEFS, RE ;
COX, GW .
AMERICAN NATURALIST, 1972, 106 (948) :195-+
[10]   RAPOPORTS RULE DOES NOT APPLY TO MARINE TELEOSTS AND CANNOT EXPLAIN LATITUDINAL GRADIENTS IN SPECIES RICHNESS [J].
ROHDE, K ;
HEAP, M ;
HEAP, D .
AMERICAN NATURALIST, 1993, 142 (01) :1-16