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Marine ornamental shrimp:status and prospects
Title
Marine ornamental shrimp:status and prospects.
Creator
Lin, Junda, Zhang, Dong, Creswell, R. LeRoy, Harbor Branch Oceanographic Institute
Date Issued
1999
PURL
http://purl.flvc.org/fau/fd/FA00007315
Subject Headings
Ornamental shrimps, Coral reef ecology
Format
Document (PDF)
Ingestion rateand feeding behavior of the peppermint shrimp Lysmata wurdemanni on Artemia nauplii
Title
Ingestion rateand feeding behavior of the peppermint shrimp Lysmata wurdemanni on Artemia nauplii.
Creator
Zhang, Dong, Lin, Junda, Creswell, R. LeRoy, Harbor Branch Oceanographic Institute
Date Issued
1998
PURL
http://purl.flvc.org/fau/fd/FA00007269
Subject Headings
Shrimps, Shrimps--Feeding and feeds, Water temperature, Artemia
Format
Document (PDF)
Effect of eyestalk ablation on molt cycle and reproduction in the banded coral shrimp, Stenopus hispidus (Oliver)
Title
Effect of eyestalk ablation on molt cycle and reproduction in the banded coral shrimp, Stenopus hispidus (Oliver).
Creator
Zhang, Dong, Lin, Junda, Creswell, R. LeRoy, Harbor Branch Oceanographic Institute
Date Issued
1997
PURL
http://purl.flvc.org/FCLA/DT/3174045
Subject Headings
Shrimps, Reproduction, Crustaceans, Ovary, Spawning
Format
Document (PDF)
Mating behavior and spawning of the banded coral shrimp Stenopus hispidus in the laboratory
Title
Mating behavior and spawning of the banded coral shrimp Stenopus hispidus in the laboratory.
Creator
Zhang, Dong, Lin, Junda, Creswell, R. LeRoy, Harbor Branch Oceanographic Institute
Date Issued
1998
PURL
http://purl.flvc.org/FCLA/DT/3351976
Subject Headings
Shrimps, Mating behavior, Spawning
Format
Document (PDF)
Larviculture and effect of food on larval survival and development in golden coral shrimp Stenopus scutellatus
Title
Larviculture and effect of food on larval survival and development in golden coral shrimp Stenopus scutellatus.
Creator
Zhang, Dong, Lin, Junda, Creswell, R. LeRoy, Harbor Branch Oceanographic Institute
Date Issued
1997
PURL
http://purl.flvc.org/FCLA/DT/3174047
Subject Headings
Shrimps, Shrimp culture, Larvae, Shrimps --Larvae --Feeding and feeds --Congresses, Rotifera
Format
Document (PDF)
Ingestion rate and feeding behavior of the peppermint shrimp Lysmata wurdemanni on Artemia nauplii
Title
Ingestion rate and feeding behavior of the peppermint shrimp Lysmata wurdemanni on Artemia nauplii.
Creator
Zhang, Dong, Lin, Junda, Creswell, R. LeRoy, Harbor Branch Oceanographic Institute
Date Issued
1998
PURL
http://purl.flvc.org/FCLA/DT/3342321
Subject Headings
Shrimps--Feeding and feeds, Larvae--Food, Shrimps--Nutrition
Format
Document (PDF)
Effects of food and temperature on survival and development in the peppermint shrimp Lysmata wurdemanni
Title
Effects of food and temperature on survival and development in the peppermint shrimp Lysmata wurdemanni.
Creator
Zhang, Dong, Lin, Junda, Creswell, R. LeRoy, Harbor Branch Oceanographic Institute
Date Issued
1998
PURL
http://purl.flvc.org/FCLA/DT/3174115
Subject Headings
Shrimps
Format
Document (PDF)
CHARACTERIZATIONS OF LINEAR ISOMETRIES ON COMPLEX SEQUENCE SPACES
Title
CHARACTERIZATIONS OF LINEAR ISOMETRIES ON COMPLEX SEQUENCE SPACES.
Creator
Babun Codorniu, Omar, Zhang, Xiao-Dong, Florida Atlantic University, Department of Mathematical Sciences, Charles E. Schmidt College of Science
Abstract/Description
An operator acting on a Banach space is called an isometry if it preserves the norm of the space. An interesting problem is to determine the form or structure of linear isometries on Banach spaces. This can be done in some instances. This dissertation presents several theorems that provide necessary and sufficient conditions for some linear operators acting on finite and infinite dimensional sequence spaces of complex numbers to be isometries. In all cases, the linear isometries have the form...
Show moreAn operator acting on a Banach space is called an isometry if it preserves the norm of the space. An interesting problem is to determine the form or structure of linear isometries on Banach spaces. This can be done in some instances. This dissertation presents several theorems that provide necessary and sufficient conditions for some linear operators acting on finite and infinite dimensional sequence spaces of complex numbers to be isometries. In all cases, the linear isometries have the form of a permutation of the elements of the sequences in the given space, with each component of each sequence multiplied by a complex number of absolute value 1.
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Date Issued
2019
PURL
http://purl.flvc.org/fau/fd/FA00013354
Subject Headings
Banach spaces, Isometrics (Mathematics), Matrices, Linear operators, Normed linear spaces
Format
Document (PDF)