E. L. Starostin

Keldysh Institute of Applied Mathematics, London South Bank University

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About

E. L. Starostin is a leading figure in nonlinear dynamics and the mechanics of slender structures, with a particular focus on the applied dynamics of rigid bodies and the biomechanics of tactile sensing. His seminal 1996 work, "Regular and chaotic motions in applied dynamics of a rigid body" (54 citations), explores the fundamental interplay between predictable, periodic motion and chaotic behavior in mechanical systems, building on the legacy of Poincaré to reveal how stable motion modes form localized "islands" within complex dynamical landscapes. More recently, Starostin has made groundbreaking contributions to bio-inspired engineering, as demonstrated in his 2022 paper "Whisker Sensing by Force and Moment Measurements at the Whisker Base" (3 citations). This work addresses the theoretical challenge of predicting contact point locations from base measurements in three-dimensional whisker deformations, offering critical insights for the design of tactile sensors in robotics. His research elegantly bridges classical mechanics and modern sensory applications, establishing him as a versatile thinker whose work informs both fundamental dynamics and practical sensor technology.