Research
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Nonstandard Finite Difference Methods
Finite difference (FD) methods are a set of numerical schemes that approximate the solutions to differential equations. They use a fixed time step and grid points to approximate derivatives. Although some FD methods have nice consistency and stabi...
Project · April 21, 2026
Production networks and planetary boundaries: challenges and opportunities for Integrated Assessment Models
Publication · April 21, 2026
Assessing the relative costs of high-CCS and low-CCS pathways to 1.5 degrees
Publication · April 21, 2026
Reconstructing firm-level input-output networks from partial information
Publication · April 21, 2026
Transnational Transphobias: Feminist and Traditionalist Anti-Gender Affective Orientations
Publication · April 21, 2026
Deterministic Fiber-Optic Spectral Engineering Enables Three-Color Multiplexed Two-Photon Microscopy
Publication · April 21, 2026