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<br />. <br /> <br />BIOMETRICS <br /> <br />1.0 INTRODUCTION <br /> <br />Field and laboratory studies should be well- <br />planned in advance to assure the collection of <br />unbiased and precise data which are technically <br />defensible and amenable to statistical evaluation. <br />The purpose of this chapter is to present some <br />of the basic concepts and techniques of sampling <br />design and data evaluation that can be easily <br />applied by biologists. <br />An attempt has been made to present the <br />material in a format comfortable to the non- <br />statistician, and examples are used to illustrate <br />most of the techniques. <br /> <br />1.1 Terminology <br /> <br />To avoid ambiguity in the following discus- <br />sions, the basic terms must be defined. Most of <br />the terms are widely used in everyday language, <br />but in biometry may be used in a very restricted <br />sense. <br /> <br />1.1.1 Experiment <br /> <br />An experiment is often considered to be a <br />rigidly controlled laboratory investigation, but <br />in this chapter the terms experiment, study, and <br />field study are used interchangeably as the <br />context seems to require. A general definition <br />which will usually fit either of these terms is <br />"any scientific endeavor where observations or <br />measurements are made in order to draw <br />inferences about the real world." <br /> <br />1.1.2 Observation <br /> <br />This term is used here in much the same <br />manner as it is in everyday language. Often the <br />context will suggest using the term "measure- <br />ment" in place of "observation." This will imply <br />a q uan tified 0 bserva tion. For statistical <br />purposes, an observation is a record representing <br />some property or characteristic of a real-world <br />object. <br />This may be a numeric value representing the <br />weight of a fish, a check mark indicating the <br />presence of some species in a bottom quadrat - <br />in short, any type of observation. <br /> <br />. <br /> <br />1.1.3 Characteristics of interest <br /> <br />In any experiment or sampling study, many <br />types of observations or measurements could be <br />made. Usually, however, there are few types of <br />measurements that are related to the purpose of <br />the study. The measurement of chlorophyll or <br />A TP in a plankton haul may be of interest, <br />whereas the cell count or detritus content may <br />not be of interest. Thus, the characteristic of <br />interest is the characteristic to be observed or <br />measured, the measurements recorded, analyzed <br />and interpreted in order to draw an inference <br />about the real world. <br /> <br />1.1.4 Universe and experimental unit <br /> <br />The experimental unit is the object upon <br />which an observation is made. The characteristic <br />of interest to the study is observed and recorded <br />for each unit. The experimental unit may be <br />referred to in some cases as the sampling unit. <br />For example, a fish, an entire catch, a liter of <br />pond water, or a square meter of bottom may <br />each be an experimental unit. The experimental <br />unit must be clearly defined so as to restrict <br />measurements to only those units of interest to <br />the study. The set of all experimental units of <br />interest to the study is termed the "universe." <br /> <br />1.1.5 Population and sample <br /> <br />In biology, a population is considered to be a <br />group of individuals of the same species. The <br />statistical use of the term population, however, <br />refers to the set of values for the characteristic <br />of interest for the entire group of experimental <br />units about which the inferences are to be made <br />(universe). <br />When studies are made, observations are not <br />usually taken for all possible experimental units. <br />Only a sample is taken. A sample is a set of obser- <br />vations, usually only a small fractIon of the total <br />number of observations that conceivably could <br />be taken, and is a subset of the population. The <br />term sample is often used in everyday language <br />to mean a portion of the real world which has <br />been selected for measurement, such as a water <br />