7,595 research outputs found

    On flow-equivalence of R-graph shifts

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    Final data reduction and analysis of the AS and E OSO-4 grazing incidence X-ray telescope experiment

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    Final data analysis of grazing incidence of solar X ray telescope experiment of OSO- 4 satellit

    Zeta functions and topological entropy of the Markov-Dyck shifts

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    The Markov-Dyck shifts arise from finite directed graphs. An expression for the zeta function of a Markov-Dyck shift is given. The derivation of this expression is based on a formula in Keller [12]. For a class of examples that includes the Fibonacci-Dyck shift the zeta functions and topological entropy are determined

    Quantifying Uncertainties in Navigation and Orbit Propagation Analyses

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    A tool used to calculate dilution of precision (DOP) was created in order to assist the Space Communications and Navigation (SCaN) program to analyze current and future user missions. The SCaN Center for Engineering, Networks, Integration, and Communication (SCENIC) is developing a new user interface (UI) to augment and replace the capabilities of currently used commercial software, such as Systems Tool Kit (STK). The DOP tool will be integrated in the SCENIC UI and will be used to analyze the accuracy of navigation solutions. This tool was developed using MATLAB and free and open-source tools to save cost and to use already existing orbital software libraries. GPS DOP data was collected and used for validation purposes. The similarities between the DOP tool results and GPS data show that the DOP tool is performing correctly. Additional improvements can be made in the DOP tool to improve its accuracy and performance in analyzing navigation solutions

    Renormalization and blow up for charge one equivariant critical wave maps

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    We prove the existence of equivariant finite time blow up solutions for the wave map problem from 2+1 dimensions into the 2-sphere. These solutions are the sum of a dynamically rescaled ground-state harmonic map plus a radiation term. The local energy of the latter tends to zero as time approaches blow up time. This is accomplished by first "renormalizing" the rescaled ground state harmonic map profile by solving an elliptic equation, followed by a perturbative analysis
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