So long as the range is a subset (fits completely) inside the codomain, the codomain is valid for the function. For example, in Ohm's law, we could define the codomain as the set of all real and complex numbers, C, which is a larger set than the range of the function that we have defined. Like the domain, the codomain is part of the function definition and it represents the set of values that are considered potential candidates for the output of a function. We hope that this Math Dictionary, created by Vincent Barkman, will aid you in your mathematical journey and provide the necessary support to excel in your studies.Unlike the domain, which is part of the definition of the function, the range is a result of a given function and its domain, thus it is not required as part of a function definition.įinally, the term codomain is sometimes used in engineering literature. Your input is invaluable in making this dictionary a reliable and comprehensive resource. If you have suggestions for new terms or improvements to existing entries, please reach out to us. The Math Dictionary is an ongoing project, and we welcome contributions and feedback from the community. Make sure to explore the examples provided, as they offer valuable insights into the practical application of the concepts. In addition to definitions, you'll find relevant formulas, equations, and diagrams where applicable. Each entry is organized in a consistent format, making it easy to locate information quickly. You can either browse through the table of contents or use the search functionality to find specific terms. Navigating through the Math Dictionary is straightforward. Take your time with it, explore the different terms, and don't hesitate to revisit concepts until you're comfortable with them. Remember, this Mathematical Dictionary is a tool designed to aid your understanding of mathematical concepts. ![]() The dictionary has been designed with a user-friendly interface to ensure that even those with minimal technical knowledge can navigate it easily. The dictionary is updated on a regular basis, with new terms being added and existing definitions being refined and expanded. Many entries include links to related terms, enabling you to explore connected concepts and delve deeper into specific topics. This can help you understand how the concept is applied and how it relates to other concepts. ![]() ![]() Where applicable, entries include practical examples that demonstrate the concept in a real-world context. There's also a search function for even faster navigation.Įach term is accompanied by a detailed definition, often including the context in which the term is typically used and the mathematical principles it relates to. Terms are organized alphabetically, making it easy to find the term you're looking for. The dictionary includes a wide range of mathematical terms, from basic arithmetic and algebra to advanced concepts in calculus, geometry, statistics, and more. This Mathematical Dictionary is designed to provide clear, concise explanations of mathematical terms and concepts. Welcome to the Math Dictionary! This comprehensive dictionary, created by Vincent Barkman, is designed to be a valuable resource for students, teachers, and math enthusiasts alike.
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