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1. Basic presentation of the integral
In the following, F is a real or complex vector space of finite
dimension (denoted, where appropriate, by p). When F =
, it is denoted F = K. The space F is provided with any norm
││ · ││; the norm equivalence theorem ensures that the results obtained
do not depend on the particular norm chosen. In the case of K, either
the absolute value or the modulus is used.
1.1 Constructing the integral...
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Basic presentation of the integral
Lebesgue integral
