Preface
50 Years of 'Matematički Vesnik'
Medial cyclic -quasigroups.
Young tableaux and other mutually describing sequences.
Self-describing sequences and the Catalan family tree.
On axiomatizability and preservation in Kripke models.
Kripke models for intuitionistic theories with decidable atomic formulas.
On reduced products of Kripke models.
Boolean algebras in algebraic topology.
Discrete approximation in the innovation theory of second-order continuous processes.
The excessive domination principle is equivalent to the weak sector condition
On the smallness of the (possible) singular set in space for 3D Navier-Stokes equations.
Rational tree morphisms and transducer integer sequences: definition and examples.
There are exactly 172 connected integral graphs up to 10 vertices.
Byzantine mathematics.
Reduced Products Of Saturated Intuitionistic Theories
An Intuitionistic Ommiting Types Theorem
Linear orders and MA + ¬wKH
I prove that the statement that “every linear order of size can be embedded in ” is consistent with MA + ¬ wKH.
Dynamics of complex singularities in 1D nonlinear parabolic PDE's
We establish local-in-time smoothing of a simple model nonlinear parabolic PDE in a scale of weighted Bergman spaces on a strip provided the weights are not too singular. This constitutes a very strong smoothing property since an immediate consequence is that the PDE can "push away" an algebraic-type complex singularity provided that the order of the singularity is small enough.
Localizations for construction of quantum coset spaces
Viewing comodule algebras as the noncommutative analogues of affine varieties with affine group actions, we propose rudiments of a localization approach to nonaffine Hopf algebraic quotients of noncommutative affine varieties corresponding to comodule algebras. After reviewing basic background on noncommutative localizations, we introduce localizations compatible with coactions. Coinvariants of these localized coactions give local information about quotients. We define Zariski locally trivial quantum...
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