1,482 research outputs found

    PyGrapherConnect

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    The evolving landscape of backend computational systems especially in biomedical research involving heavy data operations which have a gap of not being used properly. It is due to the lack of communication standard between the frontend and backend. This gap presents a problem to researchers who need to use the frontend for visualizing and manipulating their data but also want to do complex analysis. CAPRI a python-based backend system specializing in analyzing Evidential Reasoning data also has the same issue. This project offers a solution PyGrapherConnect module acting as a data conversion layer between CAPRI and PyGrapher, its frontend interface. It translates graph data generated by PyGrapher into a txt format readable by CAPRI for further analytical processing. It makes it easier for researchers working with Evidential Reasoning (ER) models, based on the Dempster-Shafer theory to perform the final belief assessment. PyGrapherConnect acting as bridge between frontend and backend, provides a solution to researchers for representing and manipulating these ER models as graph structures, helping researchers to make intricated analytical deductions

    “VR Who We Are”: Using Immersive Environments in Neuroscience Research

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    Prediction for Stock Marketing Using Machine Learning

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    Stock market prediction is the act of trying to determine the future value of a company stock or other financial instrument traded on an exchange. The successful prediction of a stock's future price could yield significant profit. This paper will showcase how to perform stock prediction using Machine Learning algorithms: Linear Regression, Random Forest and Multilayer Perceptron

    Experimental demonstration of 25 GHz wideband chaos in symmetric dual port EDFRL

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    We study dynamics of chaos in dual port erbium-doped fiber ring laser (EDFRL). The laser consists of two erbium-doped fibers, intracavity filters at 1549.30 nm, isolators, and couplers. At both ports, the laser transitions into the chaotic regime for pump currents greater than 100 mA via period doubling route. We calculate the Lyapunov exponents using Rosenstein’s algorithm. We obtain positive values for the largest Lyapunov exponent (≈0.2) for embedding dimensions 5, 7, 9 and 11 indicating chaos. We compute the power spectrum of the photocurrents at the output ports of the laser. We observe a bandwidth of ≈ 25 GHz at both ports. This ultra wideband nature of chaos obtained has potential applications in high speed random number generation and communication
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