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Functionals on function and sequence spaces connected with the exponential stability of evolutionary processes
Functionals with linear growth in the calculus of variations. I.
Functionals with linear growth in the calculus of variations. II.
Functional tightness, $Q$-spaces and $\tau$-embeddings
Functionenlehre. Einleitung
Function Lipschitzian mappings on convex metric spaces
A function related to a Lagrange-Bürmann series
A function related to the central limit theorem
Functions continuous in the fine topology for the heat equation
Functions of finite fractional variation and their applications to fractional impulsive equations
Functions of least gradient and BV functions
Functions of measures and a variational problem of the type of the nonparametric minimal surface
Functions of the form $\sum_{i=1} ^N f_i(x) g_i(t)$ in $L_2$
Function spaces for somewhat continuous functions
Function spaces have essential sets
Function spaces in the Stegall class
Function spaces on ordinals
Function spaces on $\tau$-Corson compacta and tightness of polyadic spaces
Functions satisfying an integral Lipschitz condition
Functions that map cozerosets to cozerosets
Functions with continuous Wallman extensions
A function which preserves connected spaces
Functorial algebras and automata
A Functorial Construction of Fibre Bundles with a Structural Group
Functorial prolongations of Lie groups and their actions
Functor of extension of $\Lambda$-isometric maps between central subsets of the unbounded Urysohn universal space
Fundamental central dispersion in a simple system
Fundamental central dispersions in a double system $\langle\langle\frak G\rangle\rangle$
Fundamental central dispersions of the phase function with the final oscillation
The fundamental constituents of iteration digraphs of finite commutative rings
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