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Brouwer's fixed point theorem with sequentially at most one fixed point
, 2011 We present a constructive proof of Brouwer's fixed point theorem with sequentially at most one fixed point, and apply it to the mini-max theorem of zero-sum games.
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Using information criteria to select smoothing parameters when analyzing survival data with time-varying coefficient hazard models. [PDF]
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Reassessment of contact restrictions and testing campaigns against COVID-19 via spatio-temporal modeling. [PDF]
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Brouwer fixed point theorem as a corollary of Lawvere [PDF]
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A homotopy argument and its applications to the transformation rule for bi-Lipschitz mappings, the Brouwer fixed point theorem and the Brouwer degree [PDF]
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An easily verifiable proof of the Brouwer fixed point theorem [PDF]
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