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- Call for Sessions | ICNAAM

if in their Symposium there are at least 6 registrations 1 Session s Organizer 12 registrations for 2 Session s Organizers etc The Workshop or Minisymposium organizers will be granted free registration and and have a part of the accomodation expenses covered if in their Symposium there are at least 10 registrations 1 Symposium s Organizer 18 registrations for 2 Symposium s Organizers etc Papers accepted for Sessions Workshops or Minisymposia will be published in the Proceedings of ICNAAM 2015 Following the end of the Conference the papers presented at the Sessions Workshops or Minisymposia will be considered for publication in the appropriate journals Submission of Proposals Proposals to organize Sessions Workshops or Minisymposia should include the following information The title of the Workshop The name affiliation mailing address and e mail address es of the proposer s A description of the topic of the Session not exceeding 100 words A short description on the means of advertiesement for the Session The deadline for proposal submission is June 13 2016 Please send your proposal to chairman icnaam org Important Information Papers for Sessions Workshops or Minisymposia should be submitted directly to the corresponding organizers who also define the deadlines After

Original URL path: http://icnaam.org/callfors.htm (2016-04-25)

Open archived version from archive - Sessions - Minisymposia | ICNAAM

of Integral and Integro Differential Equation by Operational Matrix and Stochastic Integral Equations by Basis Functions Organizer Dr Mostafa Nouri Ph D in Numerical Analysis Assistant Professor at the Islamic Azad University Tehran South Branch Tehran Iran E mail m noori kiau ac ir dr mostafanouri gmail com Many problems have their mathematical representation in terms of integral equations or they includes random factors The modeling of these systems by integral and integro differential and stochastic integral equations usually requires that the parameters involved not be completely known Such models often originate from problems in physics or economics where we have insufficient information on parameter values A common way of dealing with this situation has been to replace the true values of these parameters by some kind of numerical methods and hope that the corresponding system will give a good approximation to the original one Also since some when obtaining of exact solution of these equations are impossible numerical methods are used to obtain approximate solutions In this Symposium we present improved numerical methods for the approximation of these equations that has become a field of increasing interest 32 Title Multiscale Multiphysics Approaches for Engineering Applications Organizers Prof Dr Ing Bernhard Peters and Gabriele Pozzetti MSc FSTC University of Luxembourg 6 rue Richard Coudenhove Kalergi Luxembourg E mail gabriele pozzetti uni lu Engineering applications often require the study of complex Multiphysics systems In order to provide solutions for problems of industrial environmental interest methods that can capture the influence of all the different scales of composite phenomena must be developed The goal of the symposium is to bring together industrial and environmental researcher and practitioners in order to discuss techniques that aim to solve this kind of heterogeneous problem in an highly efficient way The topics of interest include but are not restricted to the following Eulerian Lagrange Approaches Multiphysics systems for environmental applications Complex flows in industrial applications Nano to Macro Scale Phase change phenomena in industrial flows Reacting Flows Multiphysics systems in engineering Scale Resolved Analysis Turbulence in complex fluids 33 Title Progress in Fractional Variational Problems Organizer Khosro Sayevand Ph D Associate Professor of the Faculty of Mathematical Sciences Malayer University Malayer Iran Ph 9809373116563 E mail ksayehvand iust ac ir The fractional variational problems FVPs is a new interesting area in optimization problems FVPs is a problem in which either the objective functional or the constraints or both contain at least one fractional derivative term A FVPs can be defined with respect to different definitions of fractional derivatives but the most important types are Riemann Liouville Caputo and Rieaz Caputo derivatives So far many researchers have studied the fractional variational problems and discussed the different types of problems To obtain the necessary optimality conditions for FVPs is a one of the topics that interested for researchers 34 Title Fourth Symposium on Computational Mathematics and its Applications Organizers Associate Prof Waheed K Zahra Egypt Dr Manal M Hikal Egypt and Dr Mohamed A Bek Egypt E mail wzahra f eng tanta edu eg manalhikal yahoo com m ali f eng tanta edu eg This Symposium will provide an opportunity for the interaction of engineers mathematicians and scientists dealing with novel numerical solution of boundary value problems for both ordinary and partial differential equations The applications of fractional calculus spline functions and integral equations will be discussed In addition the numerical models and its application in engineering industry biology and environmental problems will be highlighted We will invite authors to submit original unpublished results to the peer review for publication and presentation in the following topics of interest of the current symposium include but not limited Fractional Calculus Linear Non Linear ODEs PDEs and FDEs Integral Equations Boundary Value Problems Spline function and its applications Models of Biophysical Biomedical and Biochemical Sciences 35 Title Meshless Methods in Engineering and Computer Science Organizer Prof Vaclav Skala http www VaclavSkala eu Head of the Center of Computer Graphics and Visualization http graphics zcu cz Department of Computer Science and Engineering Faculty of Applied Sciences University of West Bohemia Plzen Pilsen Czech Republic E mail Submission to skala kiv zcu cz subject ICNAAM 2016 Standard computational methods across many application fields require tessellation in 2D or 3D using triangular or tetrahedral meshes Tessellation itself is computationally expensive especially in higher dimensions and result of computation is again discrete and physical phenomena are not smoothly interpolated Meshless methods are scalable for higher dimensions and offer smooth final representation Meshless methods lead to a solution of system of linear equations in general The applicability of meshless methods can be found in several areas The goal of this session is to explorate theoretical foundations and applicability of meshless methods in Engineering fields and Computer Science Also start up common reseach activity targeted to EU project applications Main topics but not limited to Meshless methods in computer graphics vizualization and computer vision Meshless methods in engineering problems Meshless methods theory and practice Meshless interpolation and approximation of large data sets Radial Basis Functions RBF in computer graphics visualization image processing and computer vision Meshless methods and projective space Submission deadline March 30 2016 to make an acceptance decission before Early bird date for conference fee payment 36 Title 6th Symposium on Distribution Theory Estimation and Inference Organizers Prof Dr Carlos A Coelho1 Prof Dr Filipe J Marques1 and Prof Dr Wolf Dieter Richter2 1 Mathematics Department and Center for Mathematics and its Applications Faculdade de Ciências e Tecnologia Universidade Nova de Lisboa Portugal 2 Institute of Mathematics University of Rostock Germany E mail cmac fct unl pt fjm fct unl pt wolf dieter richter uni rostock de The Symposium is aimed to deal with a broad range of theoretical and applied questions occurring in statistical practice and concerning Distribution Theory Estimation and Inference which may be considered as the three main cornerstones or building blocks of statistics Others would say they rather intertwine themselves to make the essence of Statistics Indeed in one way or another they are ubiquitous in any research in statistics either theoretical or applied They have always been essential parts of the fundamental bases of all aspects associated with statistical studies In many inferential processes new and important results on the exact asymptotic or near exact distributions of the associated test statistics and parameter estimators have been applied with considerable success in multivariate analysis linear nonlinear and mixed models order statistics and extreme value theory Also recent results in estimation combined with other new results in distribution theory and inference have made major contributions to a broad spectrum of statistical techniques in Preface of the Special Issue of Journal of Statistical Theory and Practice on Distribution Theory Estimation and Inference Vol 9 Issue 1 2015 This Symposium will cover topics on Univariate and Multivariate Analysis Linear and Nonlinear Models Order Statistics and Extreme Value Theory which are key areas where works on the study of the exact asymptotic or near exact distributions of the associated test statistics and parameter estimators as well as all aspects related with Estimation and Inference as e g contour sets and generating functions are fields of major importance Topics on Distribution Theory may cover areas as Symmetric distributions Skewed distributions Directional distributions Limit distributions Methods for constructing distributions Simulation of distributions Asymptotic analysis of distributions Estimation and Testing related issues 37 Title Thermo Diffusion in Solids Organizer Professor Dr Ahmed S El Karamany Department of Mathematical and Physical Sciences University of Nizwa Oman E mail aelkaramani yahoo com ahmed alkaramani unizwa edu om Discussion of Thermo diffusion in the frame of the coupled and several generalized thermoelasticity theories in anisotropic and isotropic elastic viscoelastic solids and porous media Discussion of numerical methods of solving the problems in the indicated fields 38 Title Stochastic Models Methods and Applications Organizers Dr Tuan Phung Duc Assistant Professor of Department of Mathematical and Computing Sciences Tokyo Institute of Technology Japan Postal Address Department of Mathematical and Computing Sciences Tokyo Institute of Technology Ookayama Tokyo 152 8552 Japan Website http www is titech ac jp tuan and Dr Ioannis Dimitriou Lecturer of the Department of Mathematics University of Patras Greece Postal Address Department of Mathematics University of Patras 26500 Patras Greece Website http www math upatras gr idimit Web Page of the Symposium http idimit wix com samma icnaam16 E mail tuan is titech ac jp idimit math upatras gr The aim of this symposium is to promote research results in the development and analysis of stochastic models arising among others in communication systems manufacturing production service operations supply chain inventory management and biological systems Its scope includes both methodological and computational advances In particular it aims to bring together researchers working both on the theoretical algorithmic and computational aspects of the methods applied in stochastic models and on the applications of such methods across a broad spectrum of research fields The topics include but not limited to the following Matrix analytic methods Queueing Models and scheduling disciplines Markov Processes Level dependent structured Markov chains Stochastic Biological Models Performance Models for Telecommunications and Information Systems Stochastic models for Power Saving policies in communication systems Performance models for call centers Computational Methods Supply chains Stochastic models in manufacturing Production and inventory management Fluid and diffusion limits Multidimensional Markov chains 39 Title Second Symposium on Numerical Methods and Fundamental Research on Renewable Energy Conversion Organizers Prof Abel Rouboa UTAD University of Tras os Montes e Alto Douro Vila Real Portugal and Prof Khalid Bouziane UIR International University of Rabat Rabat Morocco E mail rouboa utad pt rouboa sea upenn edu khalid bouziane uir ac ma This symposium presents a venue for a diverse population to join together in a non partisan multi disciplinary conversation and learning experience on Applied Mathematics in sustainability and renewable energy The attendees will be ranged from students to highly professionals and all interested professionals in the future of renewable energy This session covers various subjects from new numerical methods and fundamental research until engineering applications to energy production and conversion This annual meeting is a part of the International Conference of Numerical Analysis and Applied Mathematics ICNAAM and thus it is organized together with many other symposia on numerical analysis This also offers a wider audience since ICNAAM is perhaps one of the biggest events in the field of numerical analysis involving hundreds of scientists from the whole world 40 Title Computational Approaches for Quantum Many Electron Systems Organizer Alok Shukla Professor Department of Physics Indian Insitute of Technology Bombay Powai Mumbai 400076 India E mail shukla phy iitb ac in This symposium will deal with various computational approaches aimed at calculating the ground and excited states of many electron systems such as molecules clusters quantum dots and solids The main purpose of the symposium will be to bring together people working in seemingly different fields and facilitate of cross fertilization of ideas We look forward to people working on approaches such as configuration interaction various renormalization groups such as DMRG Green s functions DMFT Monte Carlo etc to come together teach each other and learn from each other 41 Title Engineering Problems of Plasticity Organizer Professor Dr Rostislav I Nepershin Member of Russian National Committee of Theoretical and Applied Mechanics Moscow State Technological University STANKIN 1 Vadkovsky per Moscow 127994 Russia Tel 8 499 973 30 76 8 926 899 6525 Fax 8 499 973 38 85 E mail nepershin ri rambler ru Object of Fourth Symposium Engineering Problems of Plasticity EPP is discussion of developments in mathematical analysis numerical solutions and computer simulation of important engineering and technology problems induced by large plastic deformations of solids and structures Scope of the Symposium is as follows but not limited mathematical models of engineering problems of plasticity numerical analysis and algorithms for non linear plasticity problems limit plastic loads of beams plates and shells plastic buckling and collapse of thin walled structures computer simulation of metal forming processes plastic fracture of solids and structures low cycle fatigue induced by plastic strain accumulation surface plastic deformation and residual stresses micro and macro scales of plasticity 42 Title Matrix Equations Theory and Applications Organizer Dr Ivan Kyrchei Senior Reseach Fellow of Department of differential equations and theory of functions of Pidstryhach Institute for Applied Problems of Mechanics and Mathematics of NAS of Ukraine URL http iapmm lviv ua 12 eng files st files kyrchei kyrchei e htm E mail kyrchei online ua Matrix equations play a fundamental role in the matrix theory and other fields of linear algebra and matrix analysis Since applications of matrix equations are found in most scientific fields then they arouse interest both in the theoretical and applied components which makes this subject an important topic in the mathematical research The Symposium aims to stimulate research and interaction of mathematicians and scientists in all aspects of matrix equations their solutions generalized inverse solutions and special solutions such as nonnegative deﬁnite solutions bi skew symmetric solutions etc a wide range of applications their applications in mathematics as well as in other scientific fields and to provide an opportunity for researchers to exchange ideas and recent developments on the subjects Potential topics include but are not limited to linear and nonlinear matrix equations and differential matrix equations over the real and complex fields the quaternion division ring and regular rings etc and their applications to theory of generalized inverses the graph theory Markov chains the system and control theory and the signal processing etc 43 Title Theoretical and Applied Challenges of Dynamical Systems Organizer Carla M A Pinto Adjunct Professor PhD School of Engineering Polytechnic of Porto Department of Mathematics Rua Dr António Bernardino de Almeida 431 4200 072 Porto Portugal E mail cpinto fc up pt Dynamical systems have been applied to model a variety of systems in epidemiology Robotics and most of the engineering branches In this symposium we focus on the use of the dynamical systems theory to address any related problems in real life We give special focus to issues such as stability bifurcations deterministic chaos integrable Hamiltonian systems and asymptotic analysis The organizer aims to provide a venue where researchers scientists engineers and practitioners throughout the world can present and discuss the latest achievements future challenges and exciting new dynamical systems models that will improve future understanding of our reality 44 Title Porous Media in Applications in Biosystems and Biotechnology Organizer António F Miguel Department of Physics School of Sciences and Technology University of Évora Rua Romão Ramalho 59 7000 671 Évora Portugal E mail afm uevora pt The transport phenomena in porous media are important for a vast number of research areas such as biotechnology biomedical engineering environmental engineering etc Significant advances have been achieved in applying porous media theory in modeling biomedical systems Examples include computational biosystems drug delivery fluid flow and heat transfer in biological tissues production of porous scaffolds for tissue engineering etc This session welcomes original contributions in a wide variety of areas related to porous media applications in biosystems and biotechnology such as mathematical modelling numerical experimental techniques and medical imaging State of the art reviews are also considered 45 Title International Symposium on Physics of Fluids Organizer Dr M Muthtamilselvan Department of Applied Mathematics Bharathiar University Coimbatore 641046 India E mail muthtamil1 yahoo co in The Symposium on Physics of Fluids is broad in scope and provides a forum for specialists in Applied Mathematician theoretical physics aerospace engineering mechanical engineering civil engineering and chemical engineering the application of fluid mechanics and thermodynamics has spread to a wide range of other fields such as micro electromechanical systems MEMS bio engineering nano technology and so on Many advances have been made in the computational and experimental fluid dynamics such as on the turbulence modeling flow stability flow visualization and measurement development of efficient numerical methods for CFD convection problems micro and nano flow study bio fluidics moving boundary flow problem unsteady flow study lattice Boltzmann method and its application meshless method solution adaptive approach immersed boundary method development of finite volume finite element methods fluid structure interaction and energy conversion system This will not only allow the dissemination of the state of the art but it will serve as a catalyst for discussions on future directions and priorities in these areas The additional purpose of this symposium is to develop new collaborations and meet experts on the fundamentals applications and products of the mentioned fields 46 Title Non Classic Models of Thin Walled Structures Organizer Petr Evgen evich Tovstik Doctor of sci Prof Head of Dept Theoretical and Applied Mechanics St Petersburg Univ Russia E mail peter tovstik mail ru Symposium includes a wide list of problems concerning beams plates and shells The problems of strength vibrations and buckling may be discussed Among the studied problems may be Timoshenko Reissner models multi layered structures functional gradient materials non linear materials plates and shells in contact with foundation or with fluid Numerical and analytical results may be presented 47 Title Statistical Inference in Copula Modelsand Markov Processes Organizer Prof Dr Veronica Andrea Gonzalez Lopez University of Campinas Department of Statistics Rua Sergio Buarque de Holanda 651 Campinas S P Brazil CEP 13083 859 E mail veronica ime unicamp br The symposium will be devoted to the latest developments in statistical inference related to Copula s models Copula based coefficients and Markov s processes Special attention will be given to recent theoretical results and to prominent applications Main topics Copula Models and Properties Statistical Inference in Copula Models Markov Models and Properties Statistical Inference in Markov Processes Dependence Coefficients Information Criterion for Markov Processes Copula Based Procedures with Applications Markov Processes Procedures with Applications 48 Title 3rd Symposium on Decision Support Systems in Construction Management Organizers Prof Edyta Plebankiewicz The Head of Institute of Construction and Transportation Engineering Management Cracow University of Technology Warszawska 24 31 155 Cracow Poland and Prof Dariusz Skorupka Dean of Management Faculty The General Tadeusz Kosciuszko Land Forces Military Academy ul Czajkowskiego 109 51 150 Wrocław Poland 48 500 058 772 48 771 658 262 E mail eplebank izwbit pk edu pl d skorupka wso wroc pl This Symposium focuses on methods for decision making to solve construction management problems with the use of fuzzy logic neural networks and other The list of topics includes but is not limited to the following decision support systems for construction contractors prequalification decision support systems for supplier subcontractors selection construction project risk assessment auditing quality management systems in construction the comparison of construction works and firms decision support systems for evaluating alternative construction technology fuzzy logic in cost calculation of construction projects fuzzy based models for construction time cost trade off using mathematical models for determining construction schedules using mathematical models for construction project monitoring and control decision processes in bidding procedures with the use of the fuzzy sets theory and neutral network using mathematical models for construction project monitoring and control 49 Title 1st International Symposium on Applied Mathematics and Magnetohydrodynamics MHD Organizers Dr Fateh Mebarek Oudina Faculty of Sciences Skikda University Algeria and Dr Mohammad Reza Safaei Department of Mechanical Engineering University of Malaya 50603 Kuala Lumpur Malaysia E mail oudina2003 yahoo fr f oudina hotmail com The symposium welcomes researchers practitioners and students interested in all numerical modeling and simulation for Applied Mathematics especially on Magnetohydrodynamics Our session includes but is not limited to Convection heat transfer Magnetohydrodynamics Heat and mass transfer Hydrodynamic stability MHD stability Flow stability and turbulence Flow in porous media CFD applications for all kinds of fluid mechanics problems Numerical methods and simulation 50 Title Fractal Harmonic Analysis and Fractal Differential Equations Organizer Weiyi Su Professor in Nanjing University China E mail suqiu nju edu cn Fractal harmonic analysis on local fields has been established In the book Harmonic Analysis and Fractal Analysis over Local fields and Applications the author shows basic concept fundamental and essential theories as well as important methods about this new scientific area Then the vast majority preparations for fractal ordinary differential equations and fractal partial differential equations simply fractal ODE and fractal PDE are almost completed Obviously there are very closed relationships and some inherent connections between the fractal harmonic analysis and fractal ODE and PDE Thus our symposium is named Fractal Harmonic Analysis and Fractal differential equations Moreover some new results in this new area are obtained recently and will be shown on our symposium Moreover some new idea of applying fractal analysis to medical science and clinical medicines except to control malignancy of liver cancers to operate the auxiliary partial ortho topic liver s transplantation for example to devise robots for diagnosing malignancy degree of liver cancers Certainly many other scientific research topics have closed relationships with fractal harmonic analysis and fractal ODE and fractal PDE so that all theoretical and applicative topics nice research results about fractals included new idea new theory new techniques and new applications are welcome in our Symposium Other interesting topics related with fractal geometry and fractal ODE as well as fractal PDE 51 Title Clifford Analysis and Applications Organizers Prof Dr Swanhild Bernstein TU Bergakademie Freiberg Institute of Applied Analysis Prueferstr 9 D 09599 Freiberg Germany and Prof Dr Klaus Guerlebeck Bauhaus Universität Weimar Institute of Mathematics and Physics Coudray Str 13 B D 99423 Weimar Germany E mail bernstei math tu freiberg de klaus guerlebeck uni weimar de Quaternionic and Clifford analysis are higher dimensional analogues of complex function theory and represent a function theory in R n Our symposium is devoted to quaternionic and Clifford analysis such as continuous and discrete theory slice monogenic functions as well as new applications to various fields You are invited to present your recent research in the field of continuous and Clifford analysis as well as its applications in numerical analysis of PDE s signal and image processing operator theory and physics to a broad audience 52 Title Advanced Statistical Methods and Applications Organizer Prof Dr Cem Kadilar Hacettepe University Department of Statistics Beytepe Campus Ankara Turkey E mail kadilar hacettepe edu tr Topics of the session Time Series Methods Regression and Linear Models Estimation in Sampling Methods Experimental Design Methods Methods on Distributions Survival Methods Simulation Methods Methods based on Algorithms Computational Methods Optimization Methods and all other Statistical Methods 53 Title Modern and Classical Optimization Techniques in Multi Disciplinary Studies Organizer Prof Dr Ahmet SAHINER Süleyman Demirel University Department of Mathematics 32260 Isparta TURKEY E mail ahmetsahiner sdu edu tr As is well known that the optimization techniques are used in many branches of science such as medicine engineering agricultural and natural sciences etc and it increases its importance over the years The aim of this symposium is to increase the interaction between scholars scientists and researchers in both theoretical and practical aspects of optimization as well as encouraging multidisciplinary studies Using modern and classical techniques in the modelling of real life problems are also aimed The Symposium covers the following topics but not limited to Applications in Optimization Interdisciplinary Studies Convex optimization Non Convex Optimization Mathematical Modelling Fuzzy Logic Modelling Data Analysis Artificial Neural Network Modelling Other Modern and Classical Modelling and Optimization Techniques 54 Title Recent Advances in Numerical Methods and Simulations in Statics and Dynamics of Structures Organizer Prof Ing Juraj Králik CSc Faculty of Civil Engineering Slovak University of Technology in Bratislava Slovakia E mail juraj kralik stuba sk The main purpose of the Section Recent Advances in Numerical Methods and Simulations in Statics and Dynamics of Structures is the presentation of new methods to analyse of safety and reliability of the structures under extreme loads as the earthquake and climatic loads temperature wind snow rain and others terroristic attack aircraft missile blast fire and others or technology accident explosion high temperature and others The nonlinear material and geometric behaviour of structures is necessary consider during extreme loads The risk the structure collapse is determined by the model and resistance uncertainties The deterministic and probabilistic analysis of the structure failure during the extreme loading can be used The probabilistic assessment give us the most complex analysis of the acceptable level of risk Recently the theories of probability and statistics and reliability have provided the bases for modern structural design codes and specifications The main objectives of the Mini symposium are developing The advanced methods and simulations of structure failure under extreme loads The nonlinear material and geometric model of structures and the effective numerical methods The advances in the soil base structure or soil fluid structure interaction analysis under seismic loads The experimental tests and the fluid simulation of the blast or extreme wind impact on structures with various shape The optimisation of the new composite materials or structure shape to have the higher safety of the structure under impact of extreme loads The simulation probabilistic methods and the stochastic finite elements to probabilistic analysis of the structure resistance due to extreme loads The risk analysis of the structure failure using the fragility curves of the structural elements for various type of accident or extreme loads The Reliability Based Optimization procedures to consider of the effects of uncertainty by means of reliability the applications involving optimal structural design for stochastic linear and nonlinear statics and dynamics The experience from the experiment tests modelling and simulations of the structure failure under extreme loads using the deterministic or probabilistic assessment are welcome 55 Title Numerical Optimization and Applications Organizers Ana Isabel Pereira Instituto Politécnico de Braganca Escola Superior de Tecnologia e Gestão Gabinete 54 5301 857 Bragança Portugal and M Fernanda P Costa Department of Mathematics and Applications University of Minho Campus de Azurém 4800 058 Guimarães Portugal URL noa ipb pt E mail apereira ipb pt mfc mct uminho pt Numerical Optimization Session emphasizes modeling theory and study of numerical algorithms for solving optimization problems Because of the wide and growing use of optimization in science engineering economics finance and industry it is important to develop an understanding of optimization algorithms Knowledge of the capabilities and limitations of these algorithms leads to a better understanding of their impact on various applications and points the way to future research on improving and extending optimization algorithms and software Our goal in this session is to give a description of the some powerful techniques for solving continuous optimization problems 56 Title III Symposium on Symmetry Methods and Applications to Differential Equations Organizers Maria Santos Bruzón Department of Mathematics University of Cadiz Puerto Real Spain Igor Leite Freire Centro de Matemática Computação e Cognição Universidade Federal do ABC UFABC Santo André Brazil Maria Luz Gandarias Department of Mathematics University of Cadiz Puerto Real Spain Chaudry Masood Khalique International Institute for Symmetry Analysis and Mathematical Modelling Department of Mathematical Sciences North West University Mafikeng Campus Mmabatho South Africa Mariano Torrisi Dipartimento di Matematica e Informatica University of Catania Italy and Rita Tracinà Dipartimento di Matematica e Informatica University of Catania Italy E mail marialuz gandarias uca es Differential equations play an important role in several mathematical models that describe many phenomena in natural sciences such as physics biology engineering and economics However it is difficult to get exact solutions of the problems that the real life offers for these models Several scientists consider the group method approach a milestone in the search for solutions of nonlinear differential equations In fact although this approach is not always able to characterize the whole set of solutions it allows one to get wide classes of exact solutions in a methodological way Moreover the knowledge of symmetries admitted by an equation does not bring only to a reduction of independent variable but allows us to get conservation laws or to first integrals In the last few decades a large amount of publications in theoretical and applied mathematics are devoted to the group methods and their generalizations The Lie group method specifies and extends the concept of symmetry yields the effective methods of symmetry applications in complicated situations gives correct statement of problems and in many cases indicates the possible way of their solutions The aim of this minisymposium is to focus the attention of scientists in symmetry methods to the search for exact solutions of nonlinear models in physics in engineering science and in biology as well as to show recent developments of the theoretical tools of the group methods applicable to the study of differential equations 57 Title Mathematical Modeling and Numerical Simulation of Physical and Chemical Phenomena in Porous Materials Organizer Ass Prof Michal Kuraz PhD Department of Water Resources and Environmental Modeling Faculty of Environmental Sciences Czech University of Life Sciences Prague Czech Republic tel 420224383834 420777018743 E mail kuraz fzp czu cz Porous materials are a frequent subject of investigation in many areas of applied science and engineering such as soil mechanics rock mechanics petroleum engineering construction engineering hydrogeology geophysics or food science The porous media analyses include among others natural soils rocks artificial concrete ceramics or biological materials food products wood Physical and chemical phenomena occurring in porous materials can be described conveniently by mathematical modeling and subsequent numerical simulation of heat mass and momentum transport and storage processes This symposium brings together mathematicians computer scientists physicists chemists biologists and engineers working in the field of modeling simulation characterization and assessment of physical and chemical phenomena in porous materials The main topics involve but are not limited to Theoretical modeling of physical and chemical phenomena Numerical simulations of transport and storage processes Characterization of porous materials Assessment of model parameters Applications in applied science and engineering 58 Title Algebraic Curves and Surfaces Algorithms and Applications Organizer Dr Sonia Pérez Díaz Dpto de Física y Matemáticas Universidad de Alcalá Aptdo de Correos 20 28871 Alcalá de Henares Madrid SPAIN E mail sonia perez uah es The Symposium Algebraic curves and surfaces algorithms and applications will be held within ICNAAM 2016 that will take place at Rodos Palace Hotel in RhodesGreece September 19 25 2016 Presentations will be for 30 minutes including questions Extended abstract 3 4 pages of papers presented at this symposium will be published in AIP Proceedings American Institute of Physics The symposium is directed to mathematicians and computer scientists who have a particular interest in the applications and algorithmic treatment of algebraic curves and surfaces implicitly or parametrically defined In particular this Symposium is intended to facilitate communication between researchers who are addressing fundamental algorithmic issues in the treatment of curves and surfaces from the symbolic and also from the numeric point of view All topics in Computational Geometry Computer Aided Design Computer Graphics or Geometric Modelling and all related issues and their applications will be covered More precisely papers that address issues related to the following categories are welcomed Overalltheme Algebraic curves and surfaces algorithms and applications with subtopics in alphabetical order Applications of curves and surfaces in scientific computing Computational algebra applied to problems on curves and surfaces Computational Geometry and Topology Computer aided geometric design Computer algebra problems solved by means of symbolic numeric techniques Computer graphics and visualisation Curve and surface design Geometry processing 59 Title 5th Symposium on Generating Functions of Special Numbers and Polynomials and their Applications Organizer Prof Dr Yilmaz Simsek Akdeniz University Faculty of Art Science Department of Matehmatics 07058 Antalya TURKEY Scientific Committee Ahmet Sinan Cevik Turkey Abdelmejid Bayad France Abdullah Çavuş Turkey ChandrashekarAdiga India Cheon Seoung Ryoo S Korea Daeyeoul Kim S Korea Dmitry Kruchinin Russia Gradimir Milovanovic Serbia Ismail Naci Cangul Turkey Junesang Choi S Korea Mustafa Alkan Turkey Halil Oruc Turkey Takao Komatsu Japan V Lokesha India Yilmaz Simsek Turkey E mail ysimsek63 gmail com alkan akdeniz edu tr The goal of the Symposium is to bring together all the researchers working in various fields of Mathematics Mathematical Physics and related areas such as Analysis Non linear Analysis Number Theory Apply Algebra p adic Analysis Special Functions q Analysis Probability and Statistics Mathematical Physics and their applications Our main aim is also to bring together theorical numerical and apply analyst number theorists quantum physicist working in the areas of generating functions of the special numbers and polynomials and their applications All of the participants will likely lead to significant uncover new connections on these fields which are Bernoulli Euler Genocchi Stirling Bell numbers and polynomials the others and also Riemann zeta functions Hurwitz zeta functions Lerch zeta functions and Dirichlet L functions 60 Title Special Matrices Theory and Applications Organizer Prof Dr Durmuş Bozkurt Department of Mathematics Science Faculty of Selçuk University Konya Turkey URL http www selcuk edu tr fen matematik akademik personel bilgi 1654 en E mail dbozkurt selcuk edu tr durmusbozkurt yahoo com Special matrices Circulant tridiagonal pentadiagonal connected number sequences matrices etc play an important role in matrix theory and other fields of linear algebra and matrix analysis The applications of special matrices occur in many areas For examples in signal processing coding theory image processing digital image disposal self regress design differential and delay differential equations difference equations and so on The Symposium aims to stimulate research and interaction of mathematicians and scientists in all aspects of special matrices their determinants permanents inverses integer powers a wide range of applications their applications in mathematics as well as in other scientific fields and to provide an opportunity for researchers to exchange ideas and recent developments on the subjects 61 Title Runge Kutta Methods Theory Algorithmic Design and Applications in Computational Engieenering and Science Organizers Prof Dr John Butcher The University of Auckland New Zealand Faculty of Science Prof Dr Andreas Meister University of Kassel Germany Institute of Mathematics and Prof Dr Detlef Kuhl corresponding Organizer University of Kassel Germany Department of Civil and Environmental Engineering E mail kuhl uni kassel de The present symposium will deal with Runge Kutta time integration schemes for rst and second order initial value problems The contributions will discuss resent developments with regard to the theory of Runge Kutta schemes new algorithmic designs embedded error estimates and adaptive time stepping schemes Novel engineering and science applications of higher order accurate and ecient Runge Kutta schemes as for example non linear structural dynamics coupled electro magneto thermal problems fl uid dynamics biomechanics and molecular dynamics will demonstrate the grandiose perspective of Runge Kutta schemes to revolutionize computational methods for challenging real world simulations As a matter of course contributions studying alternative integration schemes in comparison with Runge Kutta schemes will enrich the present symposium Beside new insights into the theory algorithmic design and application also lectures about the history of Runge Kutta schemes are highly appreciated 62 Title Fluid Structure Interaction in Biomedical and Energy Applications Organizer Prof Dr Khalil M Khanafer Biomedical Engineering Department University of Michigan Ann Arbor MI 48109 USA E mail khanafer umich edu kkhanafer gmail com Fluid structure interactions FSI are a crucial consideration in the design of many engineering systems and many studies have been performed in the wide fields such as structures aerospace vehicles medicine and biomechanics In the fields of biology and biomechanics FSI was used in many vascular diseases studies such as aortic aneurysms and dissections arteriosclerosis and brain aneurysms FSI was also used in heat transfer and turbomachinery applications This symposium aims to present papers in the latest advancements in the computational fluid structure interaction 63 Title The Boundary Element Method Organizer Prof Dr Stephen Kirkup School of Engineering University of Central Lancashire Preston UK E mail smkirkup uclan ac uk Boundary Integral Formulations The Boundary Element Method and related methods such as the fast multipole method and the dual reciprocity method Implementation analysis or application of methods 64 Title Modeling and Optimization for Big Data Analytics with Applications Organizers M A Hariri Ardebili Department of Civil Engineering University of Colorado Boulder USA Specialist in real world application of probabilistic statistics methods and F Pourkamali Anaraki Department of Electrical Computer and Energy Engineering University of Colorado Boulder USA Specialist in theoretical aspects of modeling and optimization for big data analytics E mail Mohammad HaririArdebili Colorado EDU Data is the currency for modern scientists and engineering Data related

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Applied Mathematics Submission Form Download the Submission Form HERE Search form Search Home Topics Committees Invited Speakers Dates of Importance Papers Sessions and Symposia Registration Accommodation Central Excursion Other Excursions Transfers Program and History Contact This Conference is Organized by

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Original URL path: http://icnaam.org/Request%20for%20Permission%20to%20Reprint%20Published%20Material (2016-04-25)

Open archived version from archive