In the dissertation two models of morphogen transport are studied analytically. Both models are based on the concept of positional signalling, as introduced by Wolpert in the late sixties. Using the process of morphogen ...
Our research is directed to quasi-static evolution of thermo-visco-elastic models. We assume that the material is subject to two kinds of mechanical deformations: elastic and inelastic. Moreover, our analysis captures the ...
In this dissertation, mathematical models and methods were used to study the evolution and the response to treatments of low-grade gliomas. Low-grade gliomas are brain tumours usually growing slowly but causing death due ...
In this dissertation we walk through various approaches of modelling and analysis of transcriptomic and metabolomic data. The dissertation opens with an introduction of the current state of the art in the context of ...
In this thesis I present different notions of special subsets of the real line and their properties, in particular of those related to measure and convergence. We search for answers to open questions in this subject and ...
Horn knowledge bases are extensions of Datalog deductive databases without the range-restrictedness and function-free conditions. A Horn knowledge base consists of a positive logic program for defining intensional predicates ...
Research on computer Go is almost as old as research on the other board games.
But until recent developments of Monte Carlo Go, programs were not considered to be particularly strong.
The key to the current programs ...
The binding of transcription factors (TFs) to their specific motifs in genomic regulatory elements of eukaryotic organisms is commonly studied in isolation. However, in order to elucidate the mechanisms of transcriptional ...
The process in which a mathematical model of a molecular biological system is formulated and refined helps to articulate hypotheses and thereby supports the design of experiments to validate these hypotheses and the model ...
This thesis studies the long-standing question about the role of transposable elements in host genomes. We put forward and study a hypothesis that transposable elements may act as evolutionary helpers, hastening the ...
Przedmiotem bada´n opisanych w rozprawie doktorskiej sa˛ symulacje systemów
typu desktop grid. Systemy te charakteryzuja˛ sie˛ cze˛stymi wła˛czeniami i wyła
˛czeniami we˛złów, a takz˙e wykorzystaniem sieci o zmiennej ...
In this dissertation we show how to use cryptocurrencies (mostly Bitcoin) and techniques coming from the field of cryptocurrencies to construct new types of Multiparty Computation Protocols (MPC), which go beyond the ...
In this work, six evolutionary algorithms are constructed and programmed by using Graphic User Interface (GUI) in Matlab. They are designed to search for a global optimum of a numerical function. These algorithms are based ...
We give an unconditional construction of a non-malleable extractor improving the solution from the recent paper "Privacy Amplification and Non-Malleable Extractors via Character Sums" by Dodis et al. (FOCS'11). There, the ...
The main subject of the research presented in the dissertation is the Coxeter
spectral classification of finite connected partially ordered sets (posets) 𝐼�, encoded
in the form of incidence matrices 𝐶�𝐼� ∈ 𝕄�|𝐼�|(ℤ), ...
The following thesis is concerned with deformation theory over a perfect field of characteristic p > 0. We investigate mod p2 and characteristic zero liftability of schemes and their Frobenius morphism. In particular, we ...
This dissertation is devoted to various aspects of the nearest neighbors search.
The nearest neighbor related techniques are applied in diverse areas including
computational geometry, databases, robotic sensing, DNA ...
A Lai-Ding's secret sharing scheme Sigma^{LD}_q(c, i) defined by parameters c = (c_0, ..., c_{k-1}), i and q is a modification of a Shamir's k-threshold scheme in which the share given to a participant x in F_q is computed ...