Masters Degree in Biometry + Biometrics at University of Wisconsin - Madison |
University of Wisconsin - Madison
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University of Wisconsin - Madison is a Public, 4-year or above Research Universities (very high research activity) with 41,563 students in Madison, WI.
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This school offers the following degree levels:
Bachelor degree, Masters degree, Doctor's degree, First-Professional degree |
| Also, students of this school are eligible for federal aid such as Pell Grants and Direct Loans from the US Department of Education. |
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University of Wisconsin - Madison. |
Mission:
The University of Wisconsin-Madison is Wisconsin's comprehensive teaching and research university with a statewide, national, and international mission, offering programs at the undergraduate, graduate, and professional levels in a wide range of fields, while engaging in extensive scholarly research, continuing adult education, and public service. The primary purpose of the University of Wisconsin-Madison is to provide a learning environment in which faculty, staff, and students can discover, examine critically, preserve, and transmit the knowledge, wisdom, and values that will help ensure the survival of this and future generations and improve the quality of life for all. The University seeks to help students to develop an understanding and appreciation for the complex cultural and physical worlds in which they live and to realize their highest potential of intellectual, physical, and human development. It also seeks to attract and serve students from diverse social, economic, and ethnic backgrounds and to be sensitive and responsive to those groups which have been underserved by higher education. |
University of Wisconsin-Madison
Masters degree
Biometry + Biometrics
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A program that focuses on the application of statistics and other computational methods to the study of problems in the biological sciences and related fields in agriculture and natural resources. Includes instruction in computational biology, mathematical statistics, matrix algebra, applied calculus, experimental design, linear modeling, sampling theory, stochastic processes, spatial and temporal analysis, longitudinal analysis, sparse/unbalanced data and complex error, and applications to such topics as population genetics, animal breeding, forest genetics, population dynamics, wildlife biometry, ecology, and agricultural and natural resource management.
View more details on
University of Wisconsin - Madison.
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