Acta Universitatis Lodziensis. Folia Mathematica vol. 18/2013
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CONTENT
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Families of Increasing Sequences Possessing the Harmonic Series Property
Roman Wituła; Edyta Hetmaniok; Damian Słota
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Stability of the Volterra Integrodifferential Equation
Mohammad Janfada; Gh. Sadeghi
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Integrable Functions Versus a Generalization of Lebesgue Points in Locally Compact Groups
Sanji Basu
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Spatial and age-dependent population dynamics model with an additional structure: can there be a unique solution?
Jean M. Tchuenche
Recent Submissions
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Stability of the Volterra Integrodifferential Equation
(Łódź University Press, 2013)In this paper, the Hyers-Ulam stability of the Volterra integrodifferential equation and the Volterra equation on the finite interval [0, T], T > 0, are studied, where the state x(t) take values in a Banach space X. -
Spatial and age-dependent population dynamics model with an additional structure: can there be a unique solution?
(Łódź University Press, 2013)A simple age-dependent population dynamics model with an additional structure or physiological variable is presented in its variational formulation. Although the model is well-posed, the closed form solution with space ... -
Integrable Functions Versus a Generalization of Lebesgue Points in Locally Compact Groups
(Łódź University Press, 2013)Here in this paper we intend to deal with two questions: How large is a “Lebesgue Class” in the topology of Lebesgue integrable functions, and also what can be said regarding the topological size of a “Lebesgue set” in R?, ... -
Families of Increasing Sequences Possessing the Harmonic Series Property
(Łódź University Press, 2013)We prove in this paper that any maximal, with respect to inclusion, subset of N – the family of all increasing sequences of positive integers – possessing the harmonic series property has the cardinality of the ...