Mixing on function spaces
The paper verifies that a probability measure over a space of functions (endowed with convergence in measure) induces in a natural way a measure over the product of the domain and image of these functions, reflecting the marginal characteristics of the distribution. This is primarily a technical point; it implies however that mixed strategies over function spaces are equivalent to behavioral strategies. The paper provides examples demonstrating that phenomenon.
scientific article; zbMATH DE number 695693
scientific article