Bicomplex polar weighted homogeneous polynomials are claimed to admit global and spherical Milnor fibrations, generalizing known results for complex mixed polynomials.
Morphisms of Cartan connections
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abstract
We define what we call morphisms of Cartan connections. We generalize the main theorems on Cartan connections to theorems on morphisms. Many of the known constructions involving Cartan connections turn out to be examples of morphisms. We prove some basic results concerning completeness of Cartan connections. We provide a new method to prove completeness of Cartan connections using families of morphisms.
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Bicomplex polar weighted homogeneous polynomials
Bicomplex polar weighted homogeneous polynomials are claimed to admit global and spherical Milnor fibrations, generalizing known results for complex mixed polynomials.