Monitoring and control of distributed web services on cloud computing infrastructure

• Κύριος συγγραφέας: Δεχουνιώτης, Δημήτριος
• Άλλοι συγγραφείς: Δενάζης, Σπύρος
• Μορφή: Thesis
• Γλώσσα: English
• Έκδοση: 2014
• Θέματα: Cloud computing; Network monitoring; Control theory; Υπολογιστική αρχιτεκτονική νέφους; Παρακολούθηση δικτύων; Θεωρία ελέγχου; 004.678 2

This thesis concerns two main research areas of distributed web services deployed on cloud computing infrastructure. The first category is about monitoring of cloud computing infrastructure. In chapter 2 a novel general technique is used to infer relationships between different service components in a data center. This approach relies on a small set of fuzzy rules, produced by a hybrid genetic algorithm with high classification rate. Furthermore, the strength of detected dependencies is measured. Although we do not know the ground truth about relationships in a network, the proposed method mines realistic relationships without having any previous information about network topology and infrastructure. This approach can be a useful monitoring tool for administrators to obtain a clear view of what is happening in the underlying network. Finally, because of the simplicity of our algorithm and the flexibility of FIM, an online approach seems feasible. The second major problem, which is addressed in chapter 3, is the automated resource control of consolidated web applications on cloud computing infrastructure. ACRA is an innovative modeling and controlling technique of distributed services that are co-located on server cluster. The system dynamics are modeled by a group of linear state space models, which cover all the range of workload conditions. Because of the variant workload conditions, there are non-linear term and uncertainties which are modeled by an additive term in the local linear models. Due to the several types of service transactions with varying time and resources demands there are many desired candidate reference values of the SLOs during a day. Due to these requirements and the workload circumstances, we choose the appropriate model and we compute the closest feasible operating point according to several optimization criteria. Then using a set-theoretic technique a state feedback controller is designed that successfully leads and stabilize the system in the region of the equilibrium point. ACRA controller computes a positively invariant set on the state-space, which includes the target set and drives the system trajectories in it. Thus provide stability guarantee and high levels of robustness against system disturbances and nonlinearities. Furthermore we compare ACRA with an MPC and a PI controller and the results are very promising, since our solution outperforms the two other approaches. Secondly, a unified local level modeling and control framework for consolidated web services in a server cluster was presented, which can be a vital element of a holistic distributed control platform. Admission control and resource allocation were addressed as a common decision problem. Stability and constraint satisfaction was guaranteed. A real testbed was built and from a range of examples, in different operating conditions, we can conclude that both the identification scheme and controller provide high level of QoS. A novel component of this approach is the determination of a set of feasible operating (equilibrium) points which allows choosing the appropriate equilibrium point, depending only on what our objectives are, such as maximizing throughput, minimizing consumption or maximizing profit. Evaluation shows that our approach has high performance compared to well-known solutions, such as queuing models and measurement approach of equilibrium points. Both controllers succeed in their main targets respectively to the already proposed studies in literature. Firstly they satisfy the SLA requirements and the constraints of the underlying cloud computing infrastructure. To the best of our knowledge they are the only studies that calculate a set of feasible operating points that ensure system stability. Furthermore they adopt modern control theory and beyond the stability guarantee they introduce new control properties such as positively invariant sets , ultimate boundedness and e- contractive sets.