In this paper, we present two mathematical models related to different aspects and scales of cancer growth. The first model is a stochastic spatiotemporal model of both a synthetic gene regulatory network (the example of a three-gene repressilator is given) and an actual gene regulatory network, the NF-κB pathway. The second model is a force-based individual-based model of the development of a solid avascular tumour with specific application to tumour cords, i.e. a mass of cancer cells growing around a central blood vessel. In each case, we compare our computational simulation results with experimental data. In the final discussion section, we outline how to take the work forward through the development of a multiscale model focussed at the...
The recent discovery of cancer stem cells (CSCs), or tumor initiating cells (TICs), in a variety of ...
In the past 30 years we have witnessed an extraordinary progress on the research in the molecular bi...
We present a physiologically structured lattice model for vascular tumor growth which accounts for b...
MAJC and CKM gratefully acknowledge support of EPSRC grant no. EP/N014642/1 (EPSRC Centre for Multis...
In this paper, we present two mathematical models related to different aspects and scales of cancer ...
In this paper, we present two mathematical models related to different aspects and scales of cancer ...
Cancer is one of the major causes of death in the world (particularly the developed world), with aro...
The multiscale complexity of cancer as a disease necessitates a corresponding multiscale modelling a...
The multiscale complexity of cancer as a disease necessitates a corresponding multiscale modelling a...
Objectives: Computational modeling of biological systems is a powerful tool to clarify diverse proc...
Computational models represent a highly suitable framework, not only for testing biological hypothes...
AbstractComputational models of cancer complement the biological study of tumor growth. However, exi...
Known as one of the hallmarks of cancer (Hanahan and Weinberg in Cell 100:57–70, 2000) cancer cell i...
Cancer has become known as a complex and systematic disease on macroscopic, mesoscopic and microscop...
We present multiscale models of cancer tumor invasion with components at the molecular, cellular, an...
The recent discovery of cancer stem cells (CSCs), or tumor initiating cells (TICs), in a variety of ...
In the past 30 years we have witnessed an extraordinary progress on the research in the molecular bi...
We present a physiologically structured lattice model for vascular tumor growth which accounts for b...
MAJC and CKM gratefully acknowledge support of EPSRC grant no. EP/N014642/1 (EPSRC Centre for Multis...
In this paper, we present two mathematical models related to different aspects and scales of cancer ...
In this paper, we present two mathematical models related to different aspects and scales of cancer ...
Cancer is one of the major causes of death in the world (particularly the developed world), with aro...
The multiscale complexity of cancer as a disease necessitates a corresponding multiscale modelling a...
The multiscale complexity of cancer as a disease necessitates a corresponding multiscale modelling a...
Objectives: Computational modeling of biological systems is a powerful tool to clarify diverse proc...
Computational models represent a highly suitable framework, not only for testing biological hypothes...
AbstractComputational models of cancer complement the biological study of tumor growth. However, exi...
Known as one of the hallmarks of cancer (Hanahan and Weinberg in Cell 100:57–70, 2000) cancer cell i...
Cancer has become known as a complex and systematic disease on macroscopic, mesoscopic and microscop...
We present multiscale models of cancer tumor invasion with components at the molecular, cellular, an...
The recent discovery of cancer stem cells (CSCs), or tumor initiating cells (TICs), in a variety of ...
In the past 30 years we have witnessed an extraordinary progress on the research in the molecular bi...
We present a physiologically structured lattice model for vascular tumor growth which accounts for b...