Heat partial differential equations (PDEs) are often used in describing fluid, thermal, and chemical dynamics [1]–[4]. Explicit formulae are developed for control heat PDEs based on infinite ...
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Basic Luenberger observer implementation for both continuous-time and discrete-time LTI systems. Demonstrates observer gain design via pole placement and the ...
Optimal control theory for partial differential equations (PDEs) represents a compelling confluence of mathematical analysis and engineering applications. This approach involves the determination of ...
The field of optimal control in partial differential equations (PDEs) focuses on determining the best possible control strategies to influence systems described by PDEs and to achieve specific ...
ABSTRACT: The African continent remains the least electrified, particularly acute in sub-Saharan Africa, where there is a significant gap between urban and rural electrification rates. To address the ...
Optimal AI Raises $2.25M to Bring AI Agents to Code Review and Compliance - With Zero Data Retention
Optimal AI, the first AI agent built to automate code reviews announced it has raised $2.25 million in pre-seed funding, led by Act One and Chingona Ventures. That’s why we built Optimal AI—to process ...
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