Functional features of wind and solar complementarity in 5G solar container communication stations

I am looking for excellent VIDEO lectures on functional analysis. They should be (1) in English (2) the video quality and voice is good (3) the lecture should not be presented in …

I do not understand, if the functional derivative is a function a generalized function (distribution) a functional itself something different (see Euler-Lagrange) To clarify my …

A much more interesting example of a linear functional is this: take as your vector space any space of nice functions on the interval $ [0,1]$, for example the space of continuous …

The modern technical definition of a functional is a function from a vector space into the scalar field. For example, finding the length of a vector is a (non-linear) functional, or …

What is the difference between Real Analysis, Mathematical Analysis, Functional Analysis, and Calculus? And is Analysis is the general field to all of them?

In the context of functional analysis, a functional is a function from a vector space to its base field (usually $mathbb {R}$ or $mathbb {C}$). In many important cases they are …

If anything unrelated is called functional analysis, then it must be a very useful branch of mathematics, quite trivially. But if we stick to some Wikipedia definitions, then …

This leads to a variety of questions: The main being; What does the Minkowski Functional do? In the case of X not being a metric (non-metrizable) space,does the Minkowski …

Existence does not even follow for ODE, there are some ODEs that do and can not have an associated Lagrangian (and therefore energy functional). This means they are not the …

It is a nice read for someone with only an undergrad analysis course. My favorite, although you might have trouble with your background, is Applications of Functional Analysis …