… set-valued maps in the space of probability measures on a finite-dimensional space that are
constructed by mean of a suitable lift of set-valued map in … of random lift of set-valued maps …

… Definition 2.3 Given an evaluation Ep for the random lift (·), we define the set valued map …
the Random Lift Our aim is to derive relevant properties of the random lift of a set valued map S(·…

… RANDOM-LIFTING OF SET-VALUED MAPS In this section, we will introduce a more general
notion of random lift of set-valued maps … Y be a set valued map. Given z ∈ Z, we denote by …

… random maps into this space have the same distribution. Namely, let p be a probability measure
on X and F be a measurable set-valued map. … A construction similar to the lifting used in …

… and only gets a (random) signal whose distribution depends … mapping p ↦→ m(p,♣) and
show that it is piecewise linear on ∆(I), thus, is induced by a linear mapping defined on a lifted …

… by inclusions involving set-valued maps, for example, of the … approximations and selections
for set-valued maps with a focus … coincidence theory for set-valued maps are also discussed. …

… We consider random set-valued measures with values in a separable Banach space. We
prove two integral representation theorems using measurable multifunctions and set-valued …

… of random set-valued nonlinear generalized variational inclusions with noncompact-valued
random … We also discuss the existence of random solutions for this class of random fuzzy …

… Inspired by [27], [30], our key idea is to leverage the randomized bilinear-map accumulator
… We also assume that the seeds g; gs;...;gsk are public and that the random values rXi ’s are …

… lifting off the ground. (d) If the impacts are instead ordered B-then-A, the end result by symmetry
is A pivoting and B lifting … In Section 5, we will use random sampling to approximate the …