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This book covers recent developments in the field of functional calculus. Calculus is the elementary subject of applied analysis and its study provides a rich variety of functions and their behavior. The book brings together a range of different but related concepts from across the wide spectrum of the concept of calculus.
The Singular Values of the Logarithmic Potential Transform on Bound States Spaces of Landau Hamiltonians on the Poincaré Disk
Some Tauberian Theorems under Triple Statistically Nörlund-Cesáro Summability Method
A Brief Look at the Calderón and Hilbert Operators
Effect of Titanium Oxide Nanofluid over Cattaneo-Christov Model
Nonlinear Dynamics Phenomenon in a Polydyne Cam with an Offset Flat Faced Follower Mechanism with Clearance
Decision Fusion for Large-Scale Sensor Networks with Nonideal Channels