@article{MAKHILLAJIT2005454915,
    title = {Legendre Wavelets Rule for Definite Integrals},
    journal = {Asian Journal of Information Technology},
    volume = {4},
    number = {5},
    pages = {485-488},
    year = {2005},
    issn = {1682-3915},
    doi = {ajit.2005.485.488},
    url = {https://makhillpublications.co/view-article.php?issn=1682-3915&doi=ajit.2005.485.488},
    author = {H. Parsian},
    keywords = {Wavelets rule,definite integral},
    abstract = {In this paper we introduce a new numerical method to computation of definite integrals. This method is based on Legendre wavelets. In usual numerical rules such as Simpson`s rule, we needs the values of integrand on the various points(at least three points of interval). However, in wavelet method we needs the integrand and first derivative of it at one point. In general, the wavelets rule is an accurate rule for any polynomials of degree n if we have the values of integrand and derivatives at one point of interval.}
    }