article · 2016

On sufficient conditions of injectivity, development of a numerical test via interval analysis. Reliable computing

S. Lagrange

Cited by 0Abstract and details only

Abstract

Abstract. This paper presents a new numerical algorithm based on interval analysis able to verify that a continuously differentiable function is injective. The efficiency of the method is demonstrated by illustrative examples. These examples have been treated by a C++ solver which is made available.

Cite this paper

APA 7

Lagrange, S. (2016). On sufficient conditions of injectivity, development of a numerical test via interval analysis. Reliable computing.

MLA 9

Lagrange, S. “On sufficient conditions of injectivity, development of a numerical test via interval analysis. Reliable computing.” 2016.

Chicago

Lagrange, S. 2016. “On sufficient conditions of injectivity, development of a numerical test via interval analysis. Reliable computing.”

Harvard

Lagrange, S. (2016) ‘On sufficient conditions of injectivity, development of a numerical test via interval analysis. Reliable computing’.

BibTeX

@article{lagrange2016sufficient,
  title = {{On sufficient conditions of injectivity, development of a numerical test via interval analysis. Reliable computing}},
  author = {Lagrange, S.},
  year = {2016}
}

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