Titlebook: Conformal Vector Fields, Ricci Solitons and Related Topics; Ramesh Sharma,Sharief Deshmukh Book 2024 The Editor(s) (if applicable) and The

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Yamabe Solitons,This chapter starts with Yamabe problem, and then describes the Yamabe flow and Yamabe solitons. Finally, it provides characterizations of Yamabe almost solitons and also contact metrics as Yamabe solitons.

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Conformal Transformations,and new metrics. It also provides a brief account of some important tensors and their behavior under conformal transformations. Finally, isometries on Riemannian and Lorentzian manifolds have been discussed.

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Conformal Vector Fields and Ricci Solitons in Complex and Contact Geometries,ds. After a brief introduction to K.hler–Ricci solitons, it investigates and provides classifications of Ricci solitons whose metrics are special contact metrics, namely Sasakian, .-contact and .)-contact metrics.

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Predicting the Size of Test Suites from Use Cases: An Empirical Explorationfore, important to estimate as soon as possible the effort required to test software. Unfortunately, little is known about the prediction of the testing effort. The study presented in this paper aims at exploring empirically the prediction of the testing effort from use cases. We address the testing

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Modelling of Regional and Local Air Pollution Based on Dynamical Simulation of Traffic Local Scale) contains complex subsystems for simulating the atmospheric transfer and the chemistry of gaseous pollutants. The system is capable of reproducing the basic structures of measured data A higher spatial resolution of the simulations enhances the details of the modelled concentration and wind fields.

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