Presents an algebraic approach to biological models
Offers a non-reductionist take on living systems
Supports investigation of the Rashevsky-Rosen school of relational biology

Presents an algebraic approach to biological models Offers a non-reductionist take on living systems Supports investigation of the Rashevsky-Rosen school of relational biology Includes supplementary material: sn.pub/extras

Autorentext
Aloisius H. Louie is a mathematical biologist, whose research areas have encompassed abstract formulations, mathematical modelling, and computer simulations of various natural and physical phenomena, including the dynamic behaviour of protein molecules, enzyme-substrate recognition, processes of irreversible thermodynamics, human-pollutant interactions, the cell biology of senescence, and electromagnetics. His premier interest, however, remains the epistemological aspects of mathematical biology. He is glad to have returned to it in 2005 as an independent scholar with no academic affiliations, after a twenty-year interlude of doing mathematical modelling as a scientist-for-hire. His approach to the subject is called 'relational biology', in keeping with the school pioneered by Nicolas Rashevsky and Robert Rosen. He has thus far published two books on the subject: More Than Life Itself: A Synthetic Continuation in Relation Biology [ontos 2009] and The Reflection of Life: FunctionalEntailment and Imminence in Relational Biology [Springer 2013]. Intangible Life: Functorial Connections in Relational Biology now represents 'episode 3'.

Zusammenfassung
Presents an algebraic approach to biological models
Offers a non-reductionist take on living systems
Supports investigation of the Rashevsky-Rosen school of relational biology

Inhalt
PART I: Potestas: The Power Set Functor.- Chapter 1. Prooemium: Relations.- Chapter 2. Solus: Mappings.- Chapter 3. Congeries: Set-Valued Mappings.- Chapter 4. Coniunctio: Functorial Connections.- Part II: Sicut: Natural Law and the Modelling Relation.- Chapter 5. Modus: Rational Nature.- Chapter 6. Opera: By-Products and Side-Effects.- Chapter 7. Metabolism and Repair.- Chapter 8. Replication.- PART III: Dimissio: From Invertibility to Adjunction.- Chapter 9. Equivalence.- Chapter 10. Adjunction.- Chapter 11. Descartes and Galois.- Chapter 12. Free and Forgetful.- Chapter 13. Power and Riches.- Acknowledgment.- Bibliography.- Index.