Double lacunary statistically convergent sequences of weight g

Chapters in this book

1. Frontmatter I
2. Preface V
3. Acknowledgment VII
4. Contents IX
5. Elliptic differential operators with periodic and oscillating decaying coefficients 1
6. Locally finite extensions and Gesztesy–Šeba realizations for the Dirac operator on a metric graph 25
7. Double lacunary statistically convergent sequences of weight g 55
8. Riesz probability distributions on symmetric cones 63
9. A note on traces of forms with applications to the Bessel operator 75
10. Pseudospectra of multivalued linear operators 85
11. On the frame properties of exponentials associated to analytic families of operators and application 101
12. Invariance of essential spectrum by means of generalized weak demicompactness 115
13. Some results of S-pseudospectra of bounded operators in a Hilbert space 121
14. Stabilization of a marine riser system by the use of viscoelastic material 131
15. Sequence of linear operators converging in the generalized sense and its essential pseudospectra 147
16. Left–right essential spectra of one-sided operator matrix and application 157
17. Existence of Solutions for an integral equation of Chandrasekhar type in Banach algebras with respect to the weak topology 177
18. Strong evolution problems in Musielak spaces 183
19. Numerical solution of an axisymmetric inverse heat conduction problem 199
20. Multiple solutions for nonlocal elliptic problems with concave–convex nonlinearities and weights 207