Topology of Opsonization: A Cancer Geometry Hypothesis
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Abstract
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1. Harold FM (1991). Biochemical topology: from vectorial metabolism to morpho-genesis. Biosci Rep, 11(6):347-85.
2. Shiozaki K, Xiong CZ, Gomi K (2023). Generalized homology and AtiyahâHirzebruch spectral sequence in crystal-line symmetry protected topological phenomena. Prog Theor Exp Phys, 2023(8):083I01.
3. Nimrouzi M, Daneshfard B, Tafazoli V (2022). The Concept of Porosity and Condensity in Persian Medicine. Res Hist Med, 11(2):105-14.
4. Eddy SR (2004). What is Bayesian statistics? Nat Biotechnol, 22(9):1177-8.
2. Shiozaki K, Xiong CZ, Gomi K (2023). Generalized homology and AtiyahâHirzebruch spectral sequence in crystal-line symmetry protected topological phenomena. Prog Theor Exp Phys, 2023(8):083I01.
3. Nimrouzi M, Daneshfard B, Tafazoli V (2022). The Concept of Porosity and Condensity in Persian Medicine. Res Hist Med, 11(2):105-14.
4. Eddy SR (2004). What is Bayesian statistics? Nat Biotechnol, 22(9):1177-8.
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| Issue | Vol 54 No 5 (2025) | |
| Section | Letter to the Editor | |
| DOI | https://doi.org/10.18502/ijph.v54i5.18649 | |
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This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License. |
How to Cite
1.
Daneshfard B, Sanaye MR. Topology of Opsonization: A Cancer Geometry Hypothesis. Iran J Public Health. 2025;54(5):1116-1117.
