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Browsing RP-Department of Mathematics, Actuarial and Physical Sciences by Author "Olwamba, Levi Otanga"

Browsing RP-Department of Mathematics, Actuarial and Physical Sciences by Author "Olwamba, Levi Otanga"

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  • Boundedness of Sequentially Generated Measurable Products: A Neighborhood Approach 
    Olwamba, Levi Otanga (Journal of Advances in Mathematics and Computer Science, 2024-04-27)
    Many studies have been done on products of measurable sets. The most recent results highlight the properties of tensor products expressed as matrix products. Therefore, this study builds on existing research on product of ...
  • Mathematical Investigation of Option Pricing using BlackScholes-Merton Partial Differential Equation with Transaction Cost 
    Fwaga, Calvince; Mukuna, Wilys O.; Olwamba, Levi Otanga (Journal of Advances in Mathematics and Computer Science, 2024)
    Over the years studies have been done on option pricing valuation. The world market economies have experienced tremendous asset price fluctuations since 1980s. For this reason, efforts have been directed towards developing ...
  • On Absolute Continuity of Non Negative Functions 
    Olwamba, Levi Otanga (Asian Research Journal of Mathematics, 2022-11-17)
    This paper is committed to the study of absolute continuity of non negative functions with respect to vector measures. Almost everywhere properties are applied to establish boundedness, measurability and convergence of ...
  • On Pointwise Product Vector Measure Duality 
    Olwamba, Levi Otanga; Oduor, Maurice Owino (Journal of Advances in Mathematics, 2021)
    This article is devoted to the study of pointwise product vector measure duality. The properties of Hilbert function space of integrable functions and pointwise sections of measurable sets are considered through the ...
  • On Projection Properties of Monotone Integrable Functions 
    Olwamba, Levi Otanga (Journal of Advances in Mathematics and Computer Science, 2024-02-29)
    This research formulates an (i − 1, i) - dimensional structure of µ (i−1,i) |f|p -vector measure integrable functions for i = 1, 2, ...n. Fixed point projection properties of a vector measure are appplied to determine ...

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