University of Debrecen
Institute of Mathematics
The Dynamics Of HPV Infection and Cervical Cancer Cells in the presence of Immune Response We develop a mathematical model based on the modification of Tri Noor et al model to firm our understanding on the progression of cervical cells... more
The Dynamics Of HPV Infection and Cervical Cancer Cells in the presence of Immune Response We develop a mathematical model based on the modification of Tri Noor et al model to firm our understanding on the progression of cervical cells... more
- by Paul Kagori
We develop a mathematical model based on the modification of Tri Noor et al model to firm our understanding on the progression of cervical cells from normal cells to invasive cancer cells after infection by the Human Papillomavirus (HPV).... more
- by Paul Kagori
The Dynamics Of HPV Infection and Cervical Cancer Cells in the presence of Immune Response We develop a mathematical model based on the modification of Tri Noor et al model to firm our understanding on the progression of cervical cells... more
- by Paul Kagori
Using Raman microscopy, we investigated epithelial cervical cells collected from 96 women with squamous cell carcinoma (SCC) or belonging to groups I, IIa, IIID-1 and IIID-2 according to Munich III classification (IIID-1 and IIID-2... more
A new treatment of second-order self-similarity and asymptotic self-similarity for stationary discrete time series is given, based on the fixed points of a renormalisation operator with normalisation factors which are not assumed to be... more
Hamel's celebrated paper is recalled on the centenary of its publication. Then the concept of Hamel basis is applied for the discussion of a recent problem of the American Mathematical Monthly.
1991 Mathematics Subject Classification. 39B82, 39B72.
The well-known Takagi function T (x) = ∞ k=0 2 −k dist(x, Z) plays a crucial role in the theory of approximately convex functions. In order to establish the sharpness of some Bernstein-Doetsch type results for approximate convexity, we... more
The discontinuous monomial functions with connected graph are characterized, and this result is used to prove that the graph of a discontinuous n-monomial function f : R → R is either connected or totally disconnected.
In this paper we prove that if a real function f satisfies the inequality [x 0 ,x 1 ,... ,x n+1 ; f ] +ϕ(x n+1 −x 0) 0 for all x 0 < x 1 < ... < x n < x n+1 with some fixed positive integer n and nonnegative function ϕ fulfilling lim h→0+... more