From O.Schlmilch-Roche Formula Explore How Lagrange Remainder and Cauchy Remainder Come into Being

doi:10.3969/j.issn.1008-5475.2012.03.018

Home>Articles>From O.Schlmilch-Roche Formula Explore How Lagrange Remainder and Cauchy Remainder Come into Being

DOI: 10.3969/j.issn.1008-5475.2012.03.018

From O.Schlmilch-Roche Formula Explore How Lagrange Remainder and Cauchy Remainder Come into Being

Abstract：With the use of the theory of Taylor's formula and Cauchy mean value theorem,the O.Schlmilch-Roche formula is obtained.On the basic of O.Schlmilch-Roche formula,by assigning the variable in O.Schl?milch-Roche formula,Lagrange remainder and Cauchy remainder can be explored,which gives the two remainders theoretical foundation.

Keywords：O.Schlmilch-Roche formulaTaylor's formulaLagrange remainderCauchy remainder

Publication Date：2012-01-01

Online Publishing Date：2025-08-15(First online date of this platform, not the publication date of the document)

Pages：3( 65-67 )

Journal of Suzhou Vocational University

ISSN：1008-5475

Year, Vol.(Issue)：2012,23(3)