Giuseppe Longo


with Perret, N. , 2018, Rhythms, retention and protention: philosophical reflections on geometrical schemata for biological time, in D. Danks & E. Ippoliti (eds.), Building theories, Dordrecht, Springer, pp. 245-259.

, 2017, Comparing symmetries in models and simulations, in L. Magnani & T. Bertolotti (eds.), Springer handbook of model-based science, Dordrecht, Springer, pp. 843-856.

, 2010, Randomness, determinism and programs in Turing's test, in , Causality, meaningful complexity and embodied cognition, Dordrecht, Springer, pp. 87-111.

, 2009, The dynamics of beauty, in E. Carafoli, G. Antonio Danieli & G. Longo (eds.), The two cultures, Dordrecht, Springer, pp. 207-237.

with Carafoli, E. , Antonio Danieli, G. (eds) , 2009, The two cultures: shared problems, Springer, Dordrecht.

with Bailly, F. , 2008a, Phenomenology of incompleteness: from formal deductions to mathematics and physics, in R. Lupacchini & G. Corsi (eds.), Deduction, computation, experiment, Dordrecht, Springer, pp. 243-271.

with Bailly, F. , 2008b, 'Schèmes géométriques pour le temps biologique', Noesis 14, 165-199.

, 2007, Mathematical concepts and physical objects, in L. Boi, P. Kerszberg & F. Patras (eds.), Rediscovering phenomenology, Dordrecht, Springer, pp. 195-227.

, 2003, 'Proofs and programs', Synthese 134 (1-2), 85-117.

, 2002a, The constructed objectivity of mathematics and the cognitive subject, in M. Mugur Schchter (ed.), Quantum mechanics, mathematics, cognition and action, Dordrecht, Springer, pp. 433-463.

, 2002b, The constructed objectivity of mathematics and the cognitive subject, in M. Mugur Schchter (ed.), Quantum mechanics, mathematics, cognition and action, Dordrecht, Springer, pp. 433-463.

, 2000a, The difference between clocks and Turing machines, in A. Carsetti (ed.), Functional models of cognition, Dordrecht, Springer, pp. 211-232.

, 2000b, The mathematical continuum: From intuition to logic, in J. Petitot, F. Varela, B. Pachoud & J. Roy (eds.), Naturalizing phenomenology, Stanford, Stanford University Press, pp. n/a.

, 1999a, The mathematical continuum: From intuition to logic, in J. Petitot, F. Varela, B. Pachoud & J. Roy (eds.), Naturalizing phenomenology, Stanford, Stanford University Press, pp. n/a.