Introduces diffeological spherical and projective Milnor classifying spaces with compatible Riemannian metrics, differential calculus, Hodge theory, and Dirac operators in infinite-dimensional geometry.
Magnot, On the differential geometry of numerical schemes and weak solutions of functional equations.Nonlinearity33(2020), No
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On spherical Milnor Classifying Spaces I: differential geometry
Introduces diffeological spherical and projective Milnor classifying spaces with compatible Riemannian metrics, differential calculus, Hodge theory, and Dirac operators in infinite-dimensional geometry.