New forms of the Taylor’s remainder

References

• M. Abramowitz I. A. Stegun Handbook of Mathematical Functions with Formulas, Graphs and Mathematical Tables Dover , New York 1972
   Google Scholar
• G. A. Anastassiou S. S Dragomir On some estimates of theremainder in Taylor’s formula Journal of Mathematical Analysis and Applications 2001 263 246 263
   Google Scholar
• T. M. Apostol Mathematical Analysis , 2nd Addison-Wesley Publishing Company 1982
   Google Scholar
• P. R. Beesack A general form of the remainder in Taylor’s theorem Amer Math Monthly 1966 73 64 67
   Google Scholar
• L. M. Blumenthal Concerning the remainder term in Taylor’s formula Amer Math Monthly 1926 33 424 426
   Google Scholar
• W. J. Firey Remainder formulae in Taylor’s theorem , Amer. Math.Monthly 1960 67 903 905
   Google Scholar
• L. T´oth J. Bukor On the alternating series {{image}}Journal of Mathematic Analysis and Applications 282 1 June 2003 21 25
   Google Scholar
• C. P. Nicholas Taylor’s theorem in a first course Amer. Math.Monthly 58 1951 559 562
   Google Scholar
• E. I. Poffald The remainder in Taylor’s formula Amer. Math.Monthly 97 1990 205 213
   Google Scholar
• E. T. Whittaker G. N. Watson Forms of the remainder in Taylor’s series x5.41 in A Course in Modern Analysis , 4th Cambridge University Press Cambridge , England 95 96 1990
   Google Scholar