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Furthermore, we study two alternative ring architectures.
Furthermore, we study Barnes-type q-Euler zeta functions.
Furthermore, we study Lévy processes whose marginal states are invariant under the adjoint action.
Furthermore we study the large time behavior of the solution of (P) and its hot spots.
Furthermore, we study different bifurcations of model (1.2) caused by different parameters.
Furthermore, we study the approximation of functions whose derivatives are locally of bounded variation.
Furthermore, we study reliability characteristics of each model using Kolmogorov's forward equation method.
Furthermore, we study the existence of classical solutions of the integro-differential equation.
Furthermore, we study the weighted approximation results and pointwise estimates for these operators.
Furthermore, we study the impact of different clustering methods on non-saturation throughput.
Furthermore, we study the results of Faisalet al.[21], Darus and Faisal [3].
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