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Table 1: Parameter values used in the simulations Symbol Meaning Value Units

in How Do Sinking Phytoplankton Species Manage to Persist?

by J. Huisman, M. Arrays, U. M. Ebert, B. P. Sommeijer, Jef Huisman 2002

"... In PAGE 10: ...Stationary depth pro les of sinking phytoplankton, for four di erent turbulence levels. Parameter values as in Table1 , except for the turbulent di usion coe cients: (A) D = 0:1 cm2 s?1, (B) D = 0:5 cm2 s?1, (C) D = 1 cm2 s?1, (D) D = 10 cm2 s?1. Figure 2: Stationary depth pro les of sinking phytoplankton, for four di erent sinking velocities.... In PAGE 10: ... Figure 2: Stationary depth pro les of sinking phytoplankton, for four di erent sinking velocities. Parameter values as in Table1 , except for the sinking velocities: (A) v = 0:01 m h?1, (B) v = 0:04 m h?1, (C) v = 0:10 m h?1. (D) v = 0:15 m h?1.... In PAGE 11: ...Stationary depth pro les of sinking phytoplankton, for four di erent water-column depths. Parameter values as in Table1 , except for the water-column depths: (A) zm = 10 m, (B) zm = 20 m, (C) zm = 50 m, (D) zm = 100 m. Figure 4: Combinations of water-column depth and turbulent di usion coe cient that allow a phytoplankton bloom, and combinations that prevent a phytoplankton bloom.... ..."

Cited by 4

TABLE I CONSTRUCTION OF SINKS.

in Complexity analysis and speedup techniques for optimal buffer insertion with minimum cost

by Weiping Shi, Zhuo Li, Charles J. Alpert 2004

Cited by 6

Table 1: Parameter values used in the simulations

in How do sinking phytoplankton species manage to persist?, American Naturalist (2002

by J. Huisman, M. Arrayás, U. M. Ebert, B. P. Sommeijer, Jef Huisman, Manuel Arrayas Y, Ute Ebert, Ben Sommeijer 2002

"... In PAGE 10: ...Stationary depth pro#0Cles of sinking phytoplankton, for four di#0Berent turbulence levels. Parameter values as in Table1 , except for the turbulent di#0Busion coe#0Ecients: #28A#29 D =0:1 cm 2 #01s ,1 , #28B#29 D =0:5 cm 2 #01 s ,1 , #28C#29 D =1cm 2 #01 s ,1 , #28D#29 D =10cm 2 #01 s ,1 . Figure 2: Stationary depth pro#0Cles of sinking phytoplankton, for four di#0Berent sinking velocities.... In PAGE 10: ... Figure 2: Stationary depth pro#0Cles of sinking phytoplankton, for four di#0Berent sinking velocities. Parameter values as in Table1 , except for the sinking velocities: #28A#29 v = 0:01 m #01 h ,1 , #28B#29 v =0:04 m #01 h ,1 , #28C#29 v =0:10 m #01 h ,1 . #28D#29 v =0:15 m #01 h ,1 .... In PAGE 11: ...Stationary depth pro#0Cles of sinking phytoplankton, for four di#0Berent water-column depths. Parameter values as in Table1 , except for the water-column depths: #28A#29 z m =10m, #28B#29 z m =20m, #28C#29 z m =50m, #28D#29 z m = 100 m. Figure 4: Combinations of water-column depth and turbulent di#0Busion coe#0Ecient that allowa phytoplankton bloom, and combinations that preventaphytoplankton bloom.... ..."

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Table 7. The stationary probability.

in Affinity-Based Probabilistic Reasoning and Document Clustering on the WWW

by Mei-ling Shyu, Shu-ching Chen, Chi-min Shu 2000

Cited by 3

Table 2. Stationary FAM

in TMD DISCUSSION PAPER NO. 53 Empirical Models, Rules, and Optimization: Turning Positive Economics on its Head

by Andrea Cattaneo, Sherman Robinson 2000

Table 1. Cost of the sink models

in Flit Ejection in On-chip Wormhole-switched Networks with Virtual Channels

by Zhonghai Lu, Axel Jantsch

"... In PAGE 3: ...Table 1. Cost of the sink models Table1 summarizes the number of each component to implement the sink models. 5 Experiments We developed a simulator in SystemC comprising the input-queuing wormhole switch model and other support- ing objects.... ..."