Haitao Ma

Papers

Total Citations

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About

Haitao Ma is a leading figure in the analysis of complex dynamic systems, with a primary focus on time-delay systems, periodic coefficients, and control excitations. His most cited work, "Chebyshev Expansion of Linear and Piecewise Linear Dynamic Systems With Time Delay and Periodic Coefficients Under Control Excitations" (2003, 28 citations), introduces a groundbreaking method for computing transient responses in such systems. By leveraging Chebyshev polynomial expansion, Ma developed an efficient approach that divides the time domain into intervals, enabling accurate solutions for both linear and piecewise linear dynamics under arbitrary control inputs. This contribution has proven vital for engineers and researchers tackling vibration control, robotics, and mechanical systems with inherent delays or periodic properties. While his citation count reflects a specialized niche, Ma’s work is highly regarded for its mathematical rigor and practical applicability, offering a robust tool for predicting system behavior where traditional methods fall short. His research continues to influence the design and optimization of time-delayed control systems, making him a key reference in applied dynamics and control theory.