Sharif Md. Rakibul Raihan

International Islamic University Malaysia

Papers

Total Citations

H-Index

About

Sharif Md. Rakibul Raihan is a mathematician whose work bridges abstract number theory with tangible geometric and architectural applications. His most cited research, "Golden Ratio, the Phi, and Its Geometrical Substantiation" (2011), has garnered 14 citations and stands as a foundational exploration of the irrational constant φ (approximately 1.618). In this influential paper, Raihan systematically substantiates the golden ratio’s geometric manifestations, tracing its presence from classical mathematical proofs to its deliberate use by Renaissance artists and architects. By demystifying φ’s unique properties—its self-similarity, aesthetic appeal, and recurrence in natural forms—he provides a rigorous framework that connects pure mathematics with applied design. Raihan’s work has been instrumental for students and researchers seeking to understand how an abstract constant can shape both theoretical geometry and real-world structures. His contributions illuminate the enduring dialogue between mathematical precision and artistic expression, making complex concepts accessible to a broad academic audience. Through his careful documentation and analysis, Raihan continues to inspire new inquiries into the mathematical underpinnings of beauty and proportion.