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Acta Universitatis Palackianae Olomucensis. Facultas Rerum Naturalium. Mathematica
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Now showing items 678-707 of 930
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Remark on properties of bases for additive logratio transformations of compositional data
Remarks on existence of positive solutions of some integral equations
Remarks on ideals in lower-bounded dually residuated lattice-ordered monoids
A remark to the Floquet theorem for systems of linear differential equations
Remark to the paper "On some limit properties of the reward from a Markov replacement process"
Rennie's generalization of Kantorovich's inequality in a Hilbert space
A result on segmenting Jungck–Mann iterates
The results of measuring optical transfer functions of photographic films by edge spread function
Results on Non-resonant Oscillations for some Nonlinear Vector Fourth Order Differential Systems
Reticulation of a 0-distributive Lattice
Ridge Estimator Revisited
The Rings Which Can Be Recovered by Means of the Difference
The Role of Halaš Identity in Orthomodular Lattices
Rozptyl elektronů v tenkých foliích polymetylmetakrylátu
Rozvoj matematiky na přírodovědecké fakultě Univerzity Palackého v Olomouci
Second derivative linear multistep formula and its stability on the imaginary axis
Second-order sufficient condition for $\tilde\ell$-stable functions
Semicanonical moving frame of the hypersurface in a unimodular 4-dimensional affine space
The semigroup of varieties of weakly associative lattice groups
Semi-ordered groups
Semirings embedded in a completely regular semiring
Sets Expressible as Unions of Staircase $n$-Convex Polygons
Sheffer operation in ortholattices
Sign conditions in nonlinear boundary value problems
Simple balanced groupoids
A simple basis of ideal terms of Brouwerian semilattices
Simulation of analog computer in solving non-linear differential equations by a digital computer
Simulation of an approximate optimal decomposition in breakpoints in approximating the function $f(x)=x\sp n$ by a broken line
Simulation of dynamic systems with a transfer function of the type m=n excited by the Dirac function
Simulation of Indoor Humidity
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