Continuous extensions of multifunctions
Continuous extensions of spectral measures
Continuous factorizations of covariance operators and Gaussian processes
Continuous generalized Toeplitz kernels in R
Continuous isometric semigroups and reflexivity
Abstract. We consider the reflexivity of a WOT-closed algebra generated by continuous isometric semigroups parametrized by the semigroup of non-negative reals or the semigroup of finite sequences of non-negative reals. It is also proved that semigroups of continuous unilateral multi-parameter shifts are reflexive.
Continuous linear right inverses for partial differential operators of order 2 and fundamental solutions in half spaces.
Continuous multilinear operators on C(K) spaces and polymeasures.
Continuous rearrangements of the Haar system in for 0 < p < ∞
We prove three theorems on linear operators induced by rearrangement of a subsequence of a Haar system. We find a sufficient and necessary condition for to be continuous for 0 < p < ∞.
Continuous restrictions of linear maps between Banach spaces
Continuous selections of set of mild solutions of evolution inclusions.
Continuous selections of solution sets to second order evolution equations.
Continuous selections of solution sets to Volterra integral inclusions in Banach spaces.
Contraction mappings in -metric spaces
Contractions à spectre dénombrable et propriétés d'unicité des fermés dénombrables du cercle
On montre que si est une contraction à spectre dénombrable et telle que, pour tout
Contractions de classe et sous-éspaces invariants
Contractions of product density operators of systems of identical fermions and bosons.
Contractions on probabilistic metric spaces: examples and counterexamples.
The notion of a contraction mapping for a probabilistic metric space recently introduced by T. L. Hicks is compared with the notion previously introduced by V. L. Sehgal and A. T. Bharucha-Reid. By means of appropriate examples, it is shown that these two notions are independent. It is further shown that every Hick's contraction on a PM space (S,F,tW) is an ordinary metric contraction with respect to a naturally defined metric on that space; and it is again pointed out that, in Menger spaces under...
Contractions over generalized metric spaces.
Contractions similar to isometries
Contractive couplings