Akin Babayigit

Akin Babayigit

London, England, United Kingdom
11K followers 500+ connections

About

Co-founder of Tripledot studios, entrepreneur, and angel investor.

Previously…

Activity

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Experience

  • Tripledot Studios Graphic

    Tripledot Studios

    London, United Kingdom

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    London, United Kingdom

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    Istanbul, Turkey

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    Istanbul, Turkey

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    Tel Aviv, Israel

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    Istanbul, Turkey

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    New York, United States

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    Tel Aviv, Israel

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    Tel Aviv, Israel

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    London, England, United Kingdom

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    London, United Kingdom

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    London, United Kingdom

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    London, United Kingdom

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    London, United Kingdom

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    London, United Kingdom

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    Palo Alto, California

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    Stamford, CT

Education

  • Harvard Business School Graphic

    Harvard Business School

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    Activities and Societies: Member of Tech & Media, VCPE and BGIE Clubs, Co-chair of Investment Club, Social Director of European Club. Member, Alpha Hedge Fund.

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    Activities and Societies: Faculty of Engineering Fellow (awarded to one graduate student per year), Mary and William Samuels Fellow

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    Activities and Societies: Harvey Meyerhoff Undergraduate Excellence Award

Publications

  • On robust stability with nonlinear parameter dependence: some benchmark problems illustrating the dilation integral method

    IEEE Proceedings of the American Control Conference

    We consider the problem of robust stability analysis with uncertain parameters entering nonlinearly into the coefficients of the polynomial of interest. In this nonlinear setting, the few results which are available in the literature apply to special cases, or, due to computational complexity, are tractable for only a few uncertain parameters. The objective of this paper is to demonstrate the efficacy of the so-called "dilation integral" method of [Barmish, BR and Shcherbakov, PS (2003)] and…

    We consider the problem of robust stability analysis with uncertain parameters entering nonlinearly into the coefficients of the polynomial of interest. In this nonlinear setting, the few results which are available in the literature apply to special cases, or, due to computational complexity, are tractable for only a few uncertain parameters. The objective of this paper is to demonstrate the efficacy of the so-called "dilation integral" method of [Barmish, BR and Shcherbakov, PS (2003)] and [Shcherbakov, PS and Barmish, BR (2003)] in a robust stability context. This rather general method involves a "softening" of the robustness formulation to allow for an "acceptably small" volume of performance violation in parameter space.

    See publication

Patents

  • Identifying additional applications for comparison to an application with which online system users interact

    Filed US 14/883,571

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