421 research outputs found

    Teaching Practicum

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    The purpose of the teaching practicum is to: serve as a historical document of student\u27s practicum; demonstrate the student\u27s understanding of how the actual courses they are involved in relate to and support the Curriculum Frameworks; demonstrate the student\u27s ability to develop classroom materials consistent with the Frameworks; provide the student the opportunity to assess his classes to determine the degree to which the Frameworks are being met; provide the student with opportunity to provide evidence of effective classroom management, promoting equity and meeting professional responsibilities; and require the student to reflect upon the connections between their experiences in the secondary education they are providing and the college education they are experiencing

    Real Algebraic Geometry With A View Toward Systems Control and Free Positivity

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    New interactions between real algebraic geometry, convex optimization and free non-commutative geometry have recently emerged, and have been the subject of numerous international meetings. The aim of the workshop was to bring together experts, as well as young researchers, to investigate current key questions at the interface of these fields, and to explore emerging interdisciplinary applications

    Real Algebraic Geometry with a View Toward Hyperbolic Programming and Free Probability

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    Continuing the tradition initiated in the MFO workshops held in 2014 and 2017, this workshop was dedicated to the newest developments in real algebraic geometry and polynomial optimization, with a particular emphasis on free non-commutative real algebraic geometry and hyperbolic programming. A particular effort was invested in exploring the interrelations with free probability. This established an interesting dialogue between researchers working in real algebraic geometry and those working in free probability, from which emerged new exciting and promising synergies

    Non-acyclicity of coset lattices and generation of finite groups

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    Author index for volumes 101–200

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    Numerical Techniques for the Automated Design of Metasurface Antennas

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    L'abstract è presente nell'allegato / the abstract is in the attachmen

    Structure-Preserving Model Reduction of Physical Network Systems

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    This paper considers physical network systems where the energy storage is naturally associated to the nodes of the graph, while the edges of the graph correspond to static couplings. The first sections deal with the linear case, covering examples such as mass-damper and hydraulic systems, which have a structure that is similar to symmetric consensus dynamics. The last section is concerned with a specific class of nonlinear physical network systems; namely detailed-balanced chemical reaction networks governed by mass action kinetics. In both cases, linear and nonlinear, the structure of the dynamics is similar, and is based on a weighted Laplacian matrix, together with an energy function capturing the energy storage at the nodes. We discuss two methods for structure-preserving model reduction. The first one is clustering; aggregating the nodes of the underlying graph to obtain a reduced graph. The second approach is based on neglecting the energy storage at some of the nodes, and subsequently eliminating those nodes (called Kron reduction).</p

    System- and Data-Driven Methods and Algorithms

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    An increasing complexity of models used to predict real-world systems leads to the need for algorithms to replace complex models with far simpler ones, while preserving the accuracy of the predictions. This two-volume handbook covers methods as well as applications. This first volume focuses on real-time control theory, data assimilation, real-time visualization, high-dimensional state spaces and interaction of different reduction techniques
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