On the degree of approximation of the Hermite and Hermite-Fejer interpolation.
On the nonexistence of some interpolatory polynomials.
On some regular and singular problems of Birkhoff interpolation.
On an approximation of function and its derivatives.
Part deterioration in stress vs. strength problem.
The paper deals with the stress vs. strength problem incorporating part deterioration. The model developed has been illustrated assuming that the distribution for strength follows Rayleigh distribution and that of stress follows normal distribution. Part deterioration has been assumed to follow exponential distribution. A particular case of stress distribution viz. stress being an impulse has been derived. Numerical example has also been added at the end.
On Approximation Of Continuous And Differentiable Functions By Fourier-Jacobi Series
Characterisation Of Some Orthogonal Polynomials
Degree Of Convergence Of Quasi-Hermite-Fejér Interpolation
An analogue of a problem of J. Balázs and P. Turán, II (Inequalities)
Fixed Point Theorems for Pairs of Selfmaps on a Metric Space
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