Comparison of each zooplankton group and other environmental variables between natural lakes and reservoirs across the continental U.S., with each variable’s untransformed mean values and standard errors (SE).

Zooplankton mass in grams per liter across different treatments for (A) crustaceans and (B) rotifers; primary producer abundance in terms of (C) concentration of periphyton and (D) phytoplankton chlorophyll-a concentration in milligrams per liter across treatments and total system net productivity (E) in terms of daily changes in dissolved oxygen concentration in milligrams per liter across treatments.

Simone Des Roches (398267)
Jonathan B. Shurin (265901)
Dolph Schluter (55905)
Luke J. Harmon (68837)

April 2013

Bars represent standard error of the mean. Treatments correspond to NF = no fish, G = generalist ...

Regression tree analysis for calanoid zooplankton density conducted separately for a) natural lakes and b) reservoirs.

Jonathan P. Doubek (4762296)
Cayelan C. Carey (689238)
Michael Lavender (6191042)
Amanda K. Winegardner (6191045)
Marieke Beaulieu (6191048)
Patrick T. Kelly (2927535)
Amina I. Pollard (2553424)
Dietmar Straile (128939)
Jason D. Stockwell (6191051)

January 2019

Regression tree analysis for calanoid zooplankton density conducted separately for a) natural lakes ...

Zooplankton normalized biomass-size spectra (NBSS) for three types of lakes.

Jing Zhang (23775)
Ping Xie (112003)
Min Tao (143985)
Longgen Guo (466998)
Jun Chen (4238)
Li Li (14993)
XueZhen Zhang (5656417)
Lu Zhang (50563)

October 2013

A, the Type 1 lakes, functioned as natural ﬁshing; B, the Type 2 lakes, which densely stocked wit...

Regression tree analysis for calanoid zooplankton density aggregated across all waterbodies (reservoirs and natural lakes together) in the U.S.

Jonathan P. Doubek (4762296)
Cayelan C. Carey (689238)
Michael Lavender (6191042)
Amanda K. Winegardner (6191045)
Marieke Beaulieu (6191048)
Patrick T. Kelly (2927535)
Amina I. Pollard (2553424)
Dietmar Straile (128939)
Jason D. Stockwell (6191051)

January 2019

In the pie charts, white refers to natural lakes and black refers to reservoirs.</p

Multiple linear regression model statistics for the effects of waterbody type as an indicator variable (with natural lakes coded as 0 and reservoirs coded as 1), latitude, and the interaction of waterbody type and latitude on zooplankton and other environmental variables.

Jonathan P. Doubek (4762296)
Cayelan C. Carey (689238)
Michael Lavender (6191042)
Amanda K. Winegardner (6191045)
Marieke Beaulieu (6191048)
Patrick T. Kelly (2927535)
Amina I. Pollard (2553424)
Dietmar Straile (128939)
Jason D. Stockwell (6191051)

January 2019

Multiple linear regression model statistics for the effects of waterbody type as an indicator variab...

Locations of reservoirs (filled circles) and natural lakes (open circles) sampled in the 2007 National Lakes Assessment that were included in zooplankton analyses.

Jonathan P. Doubek (4762296)
Cayelan C. Carey (689238)
Michael Lavender (6191042)
Amanda K. Winegardner (6191045)
Marieke Beaulieu (6191048)
Patrick T. Kelly (2927535)
Amina I. Pollard (2553424)
Dietmar Straile (128939)
Jason D. Stockwell (6191051)

January 2019

Locations of reservoirs (filled circles) and natural lakes (open circles) sampled in the 2007 Nation...

Regression tree analysis for crustacean zooplankton densities aggregated across all waterbodies in the U.S., with the locations of the waterbodies from the regression tree groupings shown with different colors on the map.

Jonathan P. Doubek (4762296)
Cayelan C. Carey (689238)
Michael Lavender (6191042)
Amanda K. Winegardner (6191045)
Marieke Beaulieu (6191048)
Patrick T. Kelly (2927535)
Amina I. Pollard (2553424)
Dietmar Straile (128939)
Jason D. Stockwell (6191051)

January 2019

In the pie charts, white refers to natural lakes and black refers to reservoirs.</p

Concordance patterns in zooplankton assemblages in the UHE - Luís Eduardo Magalhães reservoir in the Mid-Tocantins river, Tocantins State, Brazil - doi: 10.4025/actascibiolsci.v33i2.7336

Bessa, Gisele Fernandes
Vieira, Ludgero Cardoso Galli
Bini, Luis Mauricio
Reis, Deusiano Florêncio dos
Morais, Paula Benevides de

January 2011

The goal of this study was to evaluate the concordance amongst three zooplankton groups (Rotifera, C...

Assessment Potential of Zooplankton to Establish Reference Conditions in Lowland Temperate Lakes

Agnieszka Ochocka
Maciej Karpowicz

June 2022

Zooplankton community data from 45 dimictic lakes, representing homogenous abiotic conditions, were ...

Mean ± SD of the zooplankton abundance reduction (%) in outlet section (200 m) of study lakes.

Robert Czerniawski (3156027)
Łukasz Sługocki (3156030)
Monika Kowalska-Góralska (3156033)

July 2016

Different letters in rows indicate significant differences between lake outlets (P < 0.05).</p

A quantitative comparison of zooplankton upstream and downstream from the Lake Kathleen impoundment on the Maple River, Emmet County, Michigan.

Scott, Jennifer

January 1973

Purpose = To quantitatively analyze and compare the zooplankton on the Maple River and its branc...

Summary of the linear mixed-effects model of zooplankton beta diversity measured as the mean1-Jaccard distance to group (DistCJac) centroid for disturbance data (permanent and temporary aquatic systems from Macaé and Carajás).

Paloma M. Lopes (645794)
Luis M. Bini (136192)
Steven A. J. Declerck (444222)
Vinicius F. Farjalla (137364)
Ludgero C. G. Vieira (645795)
Claudia C. Bonecker (645796)
Fabio A. Lansac-Toha (645797)
Francisco A. Esteves (137371)
Reinaldo L. Bozelli (137368)

October 2014

The intercept corresponds to expected beta diversity in permanent lakes during the dry season, wh...

δ15N values for other trophic levels and fish species in the four study reservoirs. Note that phyto- and zoo-plankton samples were bulk samples and likely represent a range of taxa.

Christina A. Murphy (6312527)
Ivan Arismendi (785959)
Gregory A. Taylor (122123)
Sherri L. Johnson (785960)

February 2019

δ15N values for other trophic levels and fish species in the four study reservoirs. Note that phyto-...

Allochthony in the different zooplankton groups as functions of (A) the ratio between phytoplanktonic and bacterioplanktonic biomassa and (B) amount dissolved organic carbon in lake Övre Björntjärn.

Martin Berggren (701223)
Ann-Kristin Bergström (701224)
Jan Karlsson (3297)

March 2015

Regression lines are drawn separately for each zooplankton group which represents significant (p ...

The Simpson diversity indices for macrophytes and zooplankton, and the Shannon-Weaver bacterial diversity indices (based on flaA gene) in each pond at the end of the experiment (average index ± standard error).

Rong Yan (313099)
Hongli Ji (313100)
Yonghong Wu (294495)
Philip G. Kerr (313101)
Yanming Fang (124633)
Linzhang Yang (313102)

February 2013

The Simpson diversity indices for macrophytes and zooplankton, and the Shannon-Weaver bacterial d...

Zooplankton mass in grams per liter across different treatments for (A) crustaceans and (B) rotifers; primary producer abundance in terms of (C) concentration of periphyton and (D) phytoplankton chlorophyll-a concentration in milligrams per liter across treatments and total system net productivity (E) in terms of daily changes in dissolved oxygen concentration in milligrams per liter across treatments.

Simone Des Roches (398267)
Jonathan B. Shurin (265901)
Dolph Schluter (55905)
Luke J. Harmon (68837)

April 2013

Bars represent standard error of the mean. Treatments correspond to NF = no fish, G = generalist ...

Regression tree analysis for calanoid zooplankton density conducted separately for a) natural lakes and b) reservoirs.

Jonathan P. Doubek (4762296)
Cayelan C. Carey (689238)
Michael Lavender (6191042)
Amanda K. Winegardner (6191045)
Marieke Beaulieu (6191048)
Patrick T. Kelly (2927535)
Amina I. Pollard (2553424)
Dietmar Straile (128939)
Jason D. Stockwell (6191051)

January 2019

Regression tree analysis for calanoid zooplankton density conducted separately for a) natural lakes ...

Zooplankton normalized biomass-size spectra (NBSS) for three types of lakes.

Jing Zhang (23775)
Ping Xie (112003)
Min Tao (143985)
Longgen Guo (466998)
Jun Chen (4238)
Li Li (14993)
XueZhen Zhang (5656417)
Lu Zhang (50563)

October 2013

A, the Type 1 lakes, functioned as natural ﬁshing; B, the Type 2 lakes, which densely stocked wit...

Regression tree analysis for calanoid zooplankton density aggregated across all waterbodies (reservoirs and natural lakes together) in the U.S.

Jonathan P. Doubek (4762296)
Cayelan C. Carey (689238)
Michael Lavender (6191042)
Amanda K. Winegardner (6191045)
Marieke Beaulieu (6191048)
Patrick T. Kelly (2927535)
Amina I. Pollard (2553424)
Dietmar Straile (128939)
Jason D. Stockwell (6191051)

January 2019

In the pie charts, white refers to natural lakes and black refers to reservoirs.</p

Multiple linear regression model statistics for the effects of waterbody type as an indicator variable (with natural lakes coded as 0 and reservoirs coded as 1), latitude, and the interaction of waterbody type and latitude on zooplankton and other environmental variables.

Jonathan P. Doubek (4762296)
Cayelan C. Carey (689238)
Michael Lavender (6191042)
Amanda K. Winegardner (6191045)
Marieke Beaulieu (6191048)
Patrick T. Kelly (2927535)
Amina I. Pollard (2553424)
Dietmar Straile (128939)
Jason D. Stockwell (6191051)

January 2019

Multiple linear regression model statistics for the effects of waterbody type as an indicator variab...

Locations of reservoirs (filled circles) and natural lakes (open circles) sampled in the 2007 National Lakes Assessment that were included in zooplankton analyses.

Jonathan P. Doubek (4762296)
Cayelan C. Carey (689238)
Michael Lavender (6191042)
Amanda K. Winegardner (6191045)
Marieke Beaulieu (6191048)
Patrick T. Kelly (2927535)
Amina I. Pollard (2553424)
Dietmar Straile (128939)
Jason D. Stockwell (6191051)

January 2019

Locations of reservoirs (filled circles) and natural lakes (open circles) sampled in the 2007 Nation...

Regression tree analysis for crustacean zooplankton densities aggregated across all waterbodies in the U.S., with the locations of the waterbodies from the regression tree groupings shown with different colors on the map.

Jonathan P. Doubek (4762296)
Cayelan C. Carey (689238)
Michael Lavender (6191042)
Amanda K. Winegardner (6191045)
Marieke Beaulieu (6191048)
Patrick T. Kelly (2927535)
Amina I. Pollard (2553424)
Dietmar Straile (128939)
Jason D. Stockwell (6191051)

January 2019

In the pie charts, white refers to natural lakes and black refers to reservoirs.</p

Concordance patterns in zooplankton assemblages in the UHE - Luís Eduardo Magalhães reservoir in the Mid-Tocantins river, Tocantins State, Brazil - doi: 10.4025/actascibiolsci.v33i2.7336

Bessa, Gisele Fernandes
Vieira, Ludgero Cardoso Galli
Bini, Luis Mauricio
Reis, Deusiano Florêncio dos
Morais, Paula Benevides de

January 2011

The goal of this study was to evaluate the concordance amongst three zooplankton groups (Rotifera, C...

Assessment Potential of Zooplankton to Establish Reference Conditions in Lowland Temperate Lakes

Agnieszka Ochocka
Maciej Karpowicz

June 2022

Zooplankton community data from 45 dimictic lakes, representing homogenous abiotic conditions, were ...

Mean ± SD of the zooplankton abundance reduction (%) in outlet section (200 m) of study lakes.

Robert Czerniawski (3156027)
Łukasz Sługocki (3156030)
Monika Kowalska-Góralska (3156033)

July 2016

Different letters in rows indicate significant differences between lake outlets (P < 0.05).</p

A quantitative comparison of zooplankton upstream and downstream from the Lake Kathleen impoundment on the Maple River, Emmet County, Michigan.

Scott, Jennifer

January 1973

Purpose = To quantitatively analyze and compare the zooplankton on the Maple River and its branc...

Summary of the linear mixed-effects model of zooplankton beta diversity measured as the mean1-Jaccard distance to group (DistCJac) centroid for disturbance data (permanent and temporary aquatic systems from Macaé and Carajás).

Paloma M. Lopes (645794)
Luis M. Bini (136192)
Steven A. J. Declerck (444222)
Vinicius F. Farjalla (137364)
Ludgero C. G. Vieira (645795)
Claudia C. Bonecker (645796)
Fabio A. Lansac-Toha (645797)
Francisco A. Esteves (137371)
Reinaldo L. Bozelli (137368)

October 2014

The intercept corresponds to expected beta diversity in permanent lakes during the dry season, wh...

δ15N values for other trophic levels and fish species in the four study reservoirs. Note that phyto- and zoo-plankton samples were bulk samples and likely represent a range of taxa.

Christina A. Murphy (6312527)
Ivan Arismendi (785959)
Gregory A. Taylor (122123)
Sherri L. Johnson (785960)

February 2019

δ15N values for other trophic levels and fish species in the four study reservoirs. Note that phyto-...

Allochthony in the different zooplankton groups as functions of (A) the ratio between phytoplanktonic and bacterioplanktonic biomassa and (B) amount dissolved organic carbon in lake Övre Björntjärn.

Martin Berggren (701223)
Ann-Kristin Bergström (701224)
Jan Karlsson (3297)

March 2015

Regression lines are drawn separately for each zooplankton group which represents significant (p ...

The Simpson diversity indices for macrophytes and zooplankton, and the Shannon-Weaver bacterial diversity indices (based on flaA gene) in each pond at the end of the experiment (average index ± standard error).

Rong Yan (313099)
Hongli Ji (313100)
Yonghong Wu (294495)
Philip G. Kerr (313101)
Yanming Fang (124633)
Linzhang Yang (313102)

February 2013

The Simpson diversity indices for macrophytes and zooplankton, and the Shannon-Weaver bacterial d...

Zooplankton mass in grams per liter across different treatments for (A) crustaceans and (B) rotifers; primary producer abundance in terms of (C) concentration of periphyton and (D) phytoplankton chlorophyll-a concentration in milligrams per liter across treatments and total system net productivity (E) in terms of daily changes in dissolved oxygen concentration in milligrams per liter across treatments.

Simone Des Roches (398267)
Jonathan B. Shurin (265901)
Dolph Schluter (55905)
Luke J. Harmon (68837)

April 2013

Bars represent standard error of the mean. Treatments correspond to NF = no fish, G = generalist ...

Regression tree analysis for calanoid zooplankton density conducted separately for a) natural lakes and b) reservoirs.

Jonathan P. Doubek (4762296)
Cayelan C. Carey (689238)
Michael Lavender (6191042)
Amanda K. Winegardner (6191045)
Marieke Beaulieu (6191048)
Patrick T. Kelly (2927535)
Amina I. Pollard (2553424)
Dietmar Straile (128939)
Jason D. Stockwell (6191051)

January 2019

Regression tree analysis for calanoid zooplankton density conducted separately for a) natural lakes ...

Zooplankton normalized biomass-size spectra (NBSS) for three types of lakes.

Jing Zhang (23775)
Ping Xie (112003)
Min Tao (143985)
Longgen Guo (466998)
Jun Chen (4238)
Li Li (14993)
XueZhen Zhang (5656417)
Lu Zhang (50563)

October 2013

A, the Type 1 lakes, functioned as natural ﬁshing; B, the Type 2 lakes, which densely stocked wit...

Comparison of each zooplankton group and other environmental variables between natural lakes and reservoirs across the continental U.S., with each variable’s untransformed mean values and standard errors (SE).

Abstract

Extracted data

Comparison of each zooplankton group and other environmental variables between natural lakes and reservoirs across the continental U.S., with each variable’s untransformed mean values and standard errors (SE).

Abstract

Extracted data

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