Polar coordinates in the plane: Representation of curves by parametric equations

Authors

José Carlos Domínguez Ruiz
DOI: https://doi.org/10.21071/000156

Keywords:

polar coordinates in the plane, curves in parametric equations, study of some classical curves, curves associated with the physical two-body problem

Synopsis

Guide to Representing Plane Curves Given by Their Parametric Equations

References

APOSTOL, T. M.: Calculus (Volumen I). Reverté, 1995

DO CARMO, M. P.: Differential geometry of curves and surfaces. Prentice Hall Inc.

GONZALEZ MARTINEZ-PAIS, I.: Introducción a la mecánica celeste. Servicio de publicaciones Universidad de la Laguna, 2003

LIPSCHUTZ, M.: Geometría diferencial. MacGraw-Hill, 1971

PUIG, J.: Análisis Matemático I. Torray-Masson, 1981

SPIVAK, M.: Calculus. Reverté, 1989

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Published

7 September 2026

Series

Out of collection
Copyright (c) 2026 José Carlos Domínguez Ruiz (Autor/a)

License

Creative Commons License

This work is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License.

Details about this monograph

ISBN-13 (15)

978-84-1072-022-0

How to Cite

(Ed.). (2026). Polar coordinates in the plane: Representation of curves by parametric equations. UCOPress . https://doi.org/10.21071/000156