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    Piping Dam Breach Physical and Numerical Modelling Evaluation

    , M.Sc. Thesis Sharif University of Technology Seyed Raoufi, Arian (Author) ; Jafarzadeh, Fardin (Supervisor)
    Abstract
    In past few centuries , dams have been always a crucial part of human life . Using dams for agriculture and supplying water for people , has made them a valuable asset for countries . So evaluating dam safety and dam breach properties is so important. This issue is a geotechnical , structural and hydrological matter. Safety of earth dams could be threatened due to dam body breach caused by overtopping or pipping, during heavy floods, strong ground motions or any structural damage or defection. As in previous studies , calculating the final geometrical breach properties and time of failure was the main goal , we tried to connect this characteristics and find the relation of time and breach... 

    Developing a Heuristic Filter Utilizing Firefly Optimization Algorithm: A Case Study on State Estimation of a Slung Payload from a Quadrotor

    , M.Sc. Thesis Sharif University of Technology Raoufi, Mohsen (Author) ; Nobahari, Hadi (Supervisor)
    Abstract
    The aim of the present thesis is to develop a novel heuristic filter by utilizing Firefly Optimization Algorithm for state estimation of nonlinear, non-Gaussian systems. The proposed filter formulates the estimation problem as a dynamic, stochastic one. The swarm intelligence of the fireflies enables the filter to find and track the best estimation. To estimate the states of a system, the model of the system is required. Hence, an 8-DoF quadrotor with slung payload system, as a case study, is modeled by the tensor method. In this case, as a highly nonlinear system, in order not to rely on extra sensors for monitoring swing-angle, the estimation of payload states is needed. In this regard,... 

    Reactive Crystallization in an Impinging Jets Reactor

    , M.Sc. Thesis Sharif University of Technology Raoufi, Farzan (Author) ; Molaei Dehkordi, Asghar (Supervisor)
    Abstract
    Reactive crystallization or precipitation is an important industrial process. Many chemicals and biochemicals such as catalysts and pigments are produced by precipitation. Because of the advantages of impinging jets in chemical engineering processes, the main aim of this research was to investigate the application of this method in precipitation and to study the effects of different operating and design parameters on the product’s quality and properties. Two chemical models of barium sulfate and copper oxalate were used as main products. Each of these chemicals was produced by a liquid-liquid reaction of two aqueous solutions, which were fed to an impinging-jets reactor. Effects of... 

    An Integrated Multi-criteria Decision Making Approach for a Sustainable Supply Chain Network Design

    , M.Sc. Thesis Sharif University of Technology Arian, Ebrahim (Author) ; Shavandi, Hassan (Supervisor)
    Abstract
    Growing concerns towards social and environmental issues besides economic in supply chain causes that the sustainable supply chain become one of the most important concepts in a supply chain. Likewise, a supply chain network design which is profound influence on long-run economic, environmental, and social decisions is one of the key and strategic topics in a supply chain. In this study, we represent an integrated approach for a three-layer sustainable supply chain network design with routing and different transportation modes, the objectives of which are minimizing total costs, a minimizing 〖CO〗_2 emissions of transportation, and maximizing total values of social purchasing. In this... 

    Characterization of Plasma Etching Process Using Plasmonic Structures

    , M.Sc. Thesis Sharif University of Technology Arian, Kiarash (Author) ; Rashidian, Bizhan (Supervisor)
    Abstract
    plasma characterization has become an essential tool for characterization of etching process in fabrication of nano-electronic devices. The existing methods, such as Langmuir probe and interferometry, have shown drawbacks including disturbing the plasma and sensitivity to mechanical and thermal stability of the measuring systems. In recent years, due to the scale down of microelectronic devices and increase of their sensitivity to disturbance in the plasma etching process, a demand for measuring methods offering less disturbance has arisen. Plasmonic structures, owing to their unprecedented field enhancement and confinement, have been extensively studied. Their sub-wavelength dimensions,... 

    An optimal time algorithm for minimum linear arrangement of chord graphs

    , Article Information Sciences ; Volume 238 , 2013 , Pages 212-220 ; 00200255 (ISSN) Raoufi, P ; Rostami, H ; Bagherinezhad, H ; Sharif University of Technology
    2013
    Abstract
    A linear arrangement φ of an undirected graph G = (V, E) with |V| = n nodes is a bijective function φ:V → {0, ..., n - 1}. The cost function is cost(G,φ)=∑uv∈E|(φ(u)-φ(v))| and opt(G) = min∀φcost(G, φ). The problem of finding opt(G) is called minimum linear arrangement (MINLA). The Minimum Linear Arrangement is an NP-hard problem in general. But there are some classes of graphs optimally solvable in polynomial time. In this paper, we show that the label of each node equals to the reverse of binary representation of its id in the optimal arrangement. Then, we design an O(n) algorithm to solve the minimum linear arrangement problem of Chord graphs  

    Partition Function of Six-vertex Model

    , M.Sc. Thesis Sharif University of Technology Raoufi, Aran (Author) ; Zohuri-Zangeneh, Bijan (Supervisor)
    Abstract
    The six-vertex model is one of the lattice models of two dimensional statistical physics. In this model, like other models in statistical physics, the probability of occurrence of any configuration is proportional to the product of some local weights.The partition function of the model is the sum of products of local weights over all of the allowable configurations. The partition function has important physical interpretations and computing it is regarded as the first step toward the understanding of the model. In this thesis, we give a survey on different methods of calculating the partition functions. The important point is the generality of these methods such as employing Yang-Baxter... 

    Pathwise grid valuation of fixed-income portfolios with applications to risk management

    , Article Heliyon ; Volume 8, Issue 7 , 2022 ; 24058440 (ISSN) Zamani, S ; Chaghazardi, A ; Arian, H ; Sharif University of Technology
    Elsevier Ltd  2022
    Abstract
    Numerical calculation of Value-at-Risk (VaR) for large-scale portfolios poses great challenges to financial institutions. The problem is even more daunting for large fixed-income portfolios as their underlying instruments have exposure to higher dimensions of risk factors. This article provides an efficient algorithm for calculating VaR using a historical grid-based approach with volatility updating and shows its efficiency in computational cost and accuracy. Our VaR computation algorithm is flexible and simple, while one can easily extend it to cover other nonlinear portfolios such as derivative portfolios on equities and FX securities. © 2022  

    Comparison of performance prediction of solar water heaters between artificial neural networks and conventional correlations

    , Article International Journal of Global Energy Issues ; Volume 31, Issue 2 , 2009 , Pages 122-131 ; 09547118 (ISSN) Razavi, J ; Riazi, M. R ; Raoufi, F ; Sadeghi, A ; Sharif University of Technology
    2009
    Abstract
    The aim of this study was to develop a predictive method for heat transfer coefficients in solar water heaters and their performance evaluation of such heaters with different materials used as heat collectors. Two approaches have been used: conventional method and an Artificial Neural Network (ANN) to predict the performance of solar water heaters and to compare these two approaches. This performance is measured in terms of outlet temperature by using a set of conventional feed forward multi-layer neural networks. The actual experimental data which were used as our network's input gathered from published literature (for polypropylene tubes) and from the experiments carried out recently using... 

    Portfolio Value-at-Risk and expected-shortfall using an efficient simulation approach based on Gaussian Mixture Model

    , Article Mathematics and Computers in Simulation ; Volume 190 , 2021 , Pages 1056-1079 ; 03784754 (ISSN) Seyfi, S. M. S ; Sharifi, A ; Arian, H ; Sharif University of Technology
    Elsevier B.V  2021
    Abstract
    Monte Carlo Approaches for calculating Value-at-Risk (VaR) are powerful tools widely used by financial risk managers across the globe. However, they are time consuming and sometimes inaccurate. In this paper, a fast and accurate Monte Carlo algorithm for calculating VaR and ES based on Gaussian Mixture Models is introduced. Gaussian Mixture Models are able to cluster input data with respect to market's conditions and therefore no correlation matrices are needed for risk computation. Sampling from each cluster with respect to their weights and then calculating the volatility-adjusted stock returns leads to possible scenarios for prices of assets. Our results on a sample of US stocks show that... 

    Customer Churn Prediction in Therapy Policy in Iran

    , M.Sc. Thesis Sharif University of Technology Khosravi, Mahnaz (Author) ; Aslani, Shirin (Supervisor) ; Arian, Hamidreza (Supervisor)
    Abstract
    Using customer relationship management systems has led to the formation of databases containing businesses customer information. Increased competition in the markets, limited resources and high costs of attracting new customers compared to retaining existing customers have made customer retention an inevitable subject for business owners. Meanwhile, insurance companies, which due to their long history have suitable databases of product information and their customers, have resorted to using their databases to manage the relationship with their customers. In this research, while predicting customers churn in health insurance, as one of the most widely used products of domestic insurance... 

    Investigation the Interaction of the Colloidal Particles with Magnetic Cores by Optical Tweezers

    , Ph.D. Dissertation Sharif University of Technology Kabi, Sareh (Author) ; Seyed Reihani, Seyed Nader (Supervisor) ; Langari, Abdollah (Supervisor)
    Abstract
    Optimizing optical tweezers and achieving powerful traps has always been a challenging topic for researchers , since the trap stiffness increases with increasing laser power which may damage specimens , especially biological ones and cells . In this thesis , we introduce a special geometry and structure of particles that , have the possibility to increase the stiffness (strength) of the optical trap and cause the magnetic response of particles at optical frequencies . Special geometries such as a combination of dielectric particles with magnetic nanoparticles that emphasize the role of the laser magnetic field and lead to changes in the electrical and magnetic properties at the laser... 

    Comparative evaluation of advanced gas turbine cycles with modified blade cooling models [electronic resource]

    , Article Proceedings of the ASME Turbo Expo ; Volume 4, Pages 537-546 , 2006 Tabari, A ; Sharif University of Technology
    2006
    Abstract
    Advanced gas turbine cycles use advanced blade cooling technologies to reach high turbine inlet temperature. Accurate modeling and optimization of these cycles depend on blade cooling model. In this study, different models have been used to simulate gas turbine performance. The first model is the continuous model and the second is stage-by-stage model with alternative methods for calculating coolant, stagnation pressure loss and SPR. Variation of specific heat and enthalpy with temperature are included in both models. The composition of gas stream in turbine is changed step by step due to air cooling. These models are validated by two case study gas turbine results, which show good agreement... 

    Estimation of a Portfolio's Value-at-Risk Using Variational Auto-Encoders

    , M.Sc. Thesis Sharif University of Technology Moghimi, Mehrdad (Author) ; Arian, Hamidreza (Supervisor) ; Talebian, Masoud (Supervisor)
    Abstract
    One of the most crucial aspects of financial risk management is risk measurement. Advanced AI-based solutions can provide the proper tools for assessing global markets, given the complexity of the global economy and the violation of typical modeling assumptions. A new strategy for quantifying stock portfolio risk based on one of the machine learning models known as Variational Autoencoders is provided in this dissertation. The suggested method is a generative model that can learn the stocks' dependency structure without relying on assumptions about stock return covariance and produce various market scenarios using cross-sectional stock return data with a higher signal-to-noise ratio. We... 

    Portfolio Management: Combining Hierarchical Models with Prior Hierarchical Structure

    , M.Sc. Thesis Sharif University of Technology Shahryarpoor, Farhad (Author) ; Arian, Hamid Reza (Supervisor) ; Zamani, Shiva (Supervisor)
    Abstract
    I investigate methods of integrating prior hierarchical structure into hierarchical portfolio optimization methods. My contributions to the literature are forming a prior hierarchical structure based on investors' priorities and generating a unique representative distance matrix, which can be used as an input to other portfolio optimization methods too. In addition, I use SIC and GICs industry classifications as priory information for S&P500 companies and use them as a complementary input to the Hierarchical Risk Parity model and Hierarchical Equal Risk Contribution and compare the resultant portfolios' performance with (López de Prado, 2019)’s method of integrating prior information and... 

    Integrating Supervised and Unsupervised Machine Learning Algorithms for Profit-based Credit Scoring

    , M.Sc. Thesis Sharif University of Technology Mehrabi, Amir (Author) ; Arian, Hamid Reza (Supervisor) ; Zamani, Shiva (Supervisor)
    Abstract
    In this study, we combined supervised and unsupervised machine learning algorithms, included the benefits of true identification of good borrowers and costs of false identification of bad borrowers, and then proposed a model for predicting the default of loan applicants with a profit-based approach. The results show that our proposed model has the best performance in profit measure in comparison with individual supervised models. In fact, we first divided the data into two train sets and one test set. We have constructed our model by training unsupervised models on the first train set and supervised models on the second train set. The results of implementing the model on the Australian and... 

    Investor Experience in Chabahar Free Zone: Scale Generation

    , M.Sc. Thesis Sharif University of Technology Pourvaziri, Rouhollah (Author) ; Najmi, Manoochehr (Supervisor) ; Arian, Hamidreza (Supervisor)
    Abstract
    Free economic zones in Iran have been established with the goal of developing infrastructure, improving living conditions, fostering economic growth, attracting capital and increasing income, productive job creation, regulating job and goods market, maintaining active presence in international and regional markets, manufacturing and exporting of goods and providing public services. Yet many free economic zones have fallen short of these goals. Considering the government's inability to fund the development of the free economic zones with its limited financial capacity and shortcomings in terms of management system, it is imperative to the development of these regions that private sector... 

    Calculating Value at Risk for Bond Portfolios by Selecting Basic Scenarios in the Historical Simulation Method

    , M.Sc. Thesis Sharif University of Technology Chaghazardi, Ali (Author) ; Zamani, Shiva (Supervisor) ; Arian, Hamid Reza (Supervisor)
    Abstract
    In many methods of calculating Value-at-Risk (VaR), we need to calculate the value of the portfolio several times for different scenarios. Because an explicit formula is not available to calculate the value of some fixed income assets, calculating VaR for portfolios containing these assets imposes a heavy computational burden. In this study, we introduce a new method for calculating VaR for such portfolios. In this method, some of the existing scenarios are selected as basic scenarios and the value of the portfolio is calculated only for each of them. Next, using the calculated values, the portfolio values for other scenarios are estimated by interpolation (or extrapolation). Finally, by... 

    Solving High Dimensional PDEs with Machine Learning Methods and Its Application in Option Pricing

    , M.Sc. Thesis Sharif University of Technology Aghapour, Ahmad (Author) ; Arian, Hamid Reza (Supervisor) ; Zamani, Shiva (Supervisor)
    Abstract
    differential equations. These methods have extensive applications in the financial domain, including in risk hedging and derivative pricing. One of the main advantages of using deep learning methods in this area is their high capability to solve high-dimensional problems. Despite the introduction of these new methods, some of them have not performed well in certain problems. In this research, efforts have been made to improve the efficiency of these methods by enhancing the neural network architecture and modifying the learning process  

    Stanley depth of the integral closure of monomial ideals

    , Article Collectanea Mathematica ; Volume 64, Issue 3 , November , 2013 , Pages 351-362 ; 00100757 (ISSN) Seyed Fakhari, S. A ; Sharif University of Technology
    2013
    Abstract
    Let I be a monomial ideal in the polynomial ring S=K [x1,... xn]. We study the Stanley depth of the integral closure Ī of I. We prove that for every integer k ≥ 1, the inequalities (S/Ik) ≤ sdepth (S/Ī) and sdepth(Ik) ≤ sdepth(Ī) hold. We also prove that for every monomial ideal I⊂ S there exist integers k1,k2≥ 1, such that for every s≥ 1, the inequalities sdepth (S/Isk1) ≤ sdepth(S/Ī) and sdepth (Isk2) ≤ sdepth (Ī) hold. In particular, mink{sdepth(S/Ik)} ≤ sdepth(S/Ī) and min̄k {sdepth (Ik)}≤ sdepth(Ī). We conjecture that for every integrally closed monomial ideal I, the inequalities sdepth(S/I)≥ n-l (I) and sdepth (I)≥ n-l (I)+1 hold, where l (I) is the analytic spread of I. Assuming the...