… Moreover, the sum f + g of two Bochner integrable functions f and g is again a Bochner
integrable function. Thus the set of Bochner integrable functions (whose values are in a common …

… In the 1980's, the Bochner-Martinelli … Bochner-Martinelli integral can be deduced from the
general theory of singular integral operators, but in view of the concrete form of the Bochner-…

… Bochner’s interest in this latter tensor was due to its appearance in certain Weitzenbock-…
Bochner tensor or, more generally, for manifolds for which the pointwise norm of the Bochner …

Autoethnography is an approach to research and writing that seeks to describe and
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Crossing cultures can be a stimulating and rewarding adventure. It can also be a stressful
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… In this chapter, we introduce the Kothe-Bochner function spaces, and provide some basic
results in this area. … is Bochner measurable if and only if it is scalarly measurable and …

… Bochner found the almost automorphic approach particularly fruitful in dealing with … Bochner's
definition slightly. The definitions are easily proved equivalent in the contexts of Bochner's …

Bacillus Calmette–Guérin (BCG) has been used to treat non-muscle-invasive bladder
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… Bochner devised an analytic technique to obtain vanishing theorems for some topological
… Bochner's ideas are used and this is not our purpose here; on the other hand, the ideas are …

… Our goal was to present an extension of the original Bochner … which is related to the connection
(Bochner) Laplacian −tr(D∗… To illustrate the method, let us consider the original Bochner …