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Dive into the research topics where Maciej Swat is active.

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Featured researches published by Maciej Swat.


PLOS ONE | 2009

3D multi-cell simulation of tumor growth and angiogenesis.

Abbas Shirinifard; J. Scott Gens; Benjamin Zaitlen; Nikodem J. Poplawski; Maciej Swat; James A. Glazier

We present a 3D multi-cell simulation of a generic simplification of vascular tumor growth which can be easily extended and adapted to describe more specific vascular tumor types and host tissues. Initially, tumor cells proliferate as they take up the oxygen which the pre-existing vasculature supplies. The tumor grows exponentially. When the oxygen level drops below a threshold, the tumor cells become hypoxic and start secreting pro-angiogenic factors. At this stage, the tumor reaches a maximum diameter characteristic of an avascular tumor spheroid. The endothelial cells in the pre-existing vasculature respond to the pro-angiogenic factors both by chemotaxing towards higher concentrations of pro-angiogenic factors and by forming new blood vessels via angiogenesis. The tumor-induced vasculature increases the growth rate of the resulting vascularized solid tumor compared to an avascular tumor, allowing the tumor to grow beyond the spheroid in these linear-growth phases. First, in the linear-spherical phase of growth, the tumor remains spherical while its volume increases. Second, in the linear-cylindrical phase of growth the tumor elongates into a cylinder. Finally, in the linear-sheet phase of growth, tumor growth accelerates as the tumor changes from cylindrical to paddle-shaped. Substantial periods during which the tumor grows slowly or not at all separate the exponential from the linear-spherical and the linear-spherical from the linear-cylindrical growth phases. In contrast to other simulations in which avascular tumors remain spherical, our simulated avascular tumors form cylinders following the blood vessels, leading to a different distribution of hypoxic cells within the tumor. Our simulations cover time periods which are long enough to produce a range of biologically reasonable complex morphologies, allowing us to study how tumor-induced angiogenesis affects the growth rate, size and morphology of simulated tumors.


Methods in Cell Biology | 2012

Multi-scale modeling of tissues using CompuCell3D.

Maciej Swat; Gilberto L. Thomas; Julio M. Belmonte; Abbas Shirinifard; Dimitrij Hmeljak; James A. Glazier

The study of how cells interact to produce tissue development, homeostasis, or diseases was, until recently, almost purely experimental. Now, multi-cell computer simulation methods, ranging from relatively simple cellular automata to complex immersed-boundary and finite-element mechanistic models, allow in silico study of multi-cell phenomena at the tissue scale based on biologically observed cell behaviors and interactions such as movement, adhesion, growth, death, mitosis, secretion of chemicals, chemotaxis, etc. This tutorial introduces the lattice-based Glazier-Graner-Hogeweg (GGH) Monte Carlo multi-cell modeling and the open-source GGH-based CompuCell3D simulation environment that allows rapid and intuitive modeling and simulation of cellular and multi-cellular behaviors in the context of tissue formation and subsequent dynamics. We also present a walkthrough of four biological models and their associated simulations that demonstrate the capabilities of the GGH and CompuCell3D.


Physica A-statistical Mechanics and Its Applications | 2007

Adhesion between cells, diffusion of growth factors, and elasticity of the AER produce the paddle shape of the chick limb.

Nikodem J. Poplawski; Maciej Swat; J. Scott Gens; James A. Glazier

A central question in developmental biology is how cells interact to organize into tissues? In this paper, we study the role of mesenchyme-ectoderm interaction in the growing chick limb bud using Glazier and Graners cellular Potts model, a grid-based stochastic framework designed to simulate cell interactions and movement. We simulate cellular mechanisms including cell adhesion, growth, and division and diffusion of morphogens, to show that differential adhesion between the cells, diffusion of growth factors through the extracellular matrix, and the elastic properties of the apical ectodermal ridge together can produce the proper shape of the limb bud.


Bulletin of Mathematical Biology | 2009

Front Instabilities and Invasiveness of Simulated Avascular Tumors

Nikodem J. Poplawski; Ubirajara Agero; J. Scott Gens; Maciej Swat; James A. Glazier; Alexander R. A. Anderson

We study the interface morphology of a 2D simulation of an avascular tumor composed of identical cells growing in an homogeneous healthy tissue matrix (TM), in order to understand the origin of the morphological changes often observed during real tumor growth. We use the Glazier–Graner–Hogeweg model, which treats tumor cells as extended, deformable objects, to study the effects of two parameters: a dimensionless diffusion-limitation parameter defined as the ratio of the tumor consumption rate to the substrate transport rate, and the tumor-TM surface tension. We model TM as a nondiffusing field, neglecting the TM pressure and haptotactic repulsion acting on a real growing tumor; thus, our model is appropriate for studying tumors with highly motile cells, e.g., gliomas. We show that the diffusion-limitation parameter determines whether the growing tumor develops a smooth (noninvasive) or fingered (invasive) interface, and that the sensitivity of tumor morphology to tumor-TM surface tension increases with the size of the dimensionless diffusion-limitation parameter. For large diffusion-limitation parameters, we find a transition (missed in previous work) between dendritic structures, produced when tumor-TM surface tension is high, and seaweed-like structures, produced when tumor-TM surface tension is low. This observation leads to a direct analogy between the mathematics and dynamics of tumors and those observed in nonbiological directional solidification. Our results are also consistent with the biological observation that hypoxia promotes invasive growth of tumor cells by inducing higher levels of receptors for scatter factors that weaken cell-cell adhesion and increase cell motility. These findings suggest that tumor morphology may have value in predicting the efficiency of antiangiogenic therapy in individual patients.


PLOS ONE | 2012

Integrating Intracellular Dynamics Using CompuCell3D and Bionetsolver: Applications to Multiscale Modelling of Cancer Cell Growth and Invasion

Vivi Andasari; Ryan T. Roper; Maciej Swat; Mark A. J. Chaplain

In this paper we present a multiscale, individual-based simulation environment that integrates CompuCell3D for lattice-based modelling on the cellular level and Bionetsolver for intracellular modelling. CompuCell3D or CC3D provides an implementation of the lattice-based Cellular Potts Model or CPM (also known as the Glazier-Graner-Hogeweg or GGH model) and a Monte Carlo method based on the metropolis algorithm for system evolution. The integration of CC3D for cellular systems with Bionetsolver for subcellular systems enables us to develop a multiscale mathematical model and to study the evolution of cell behaviour due to the dynamics inside of the cells, capturing aspects of cell behaviour and interaction that is not possible using continuum approaches. We then apply this multiscale modelling technique to a model of cancer growth and invasion, based on a previously published model of Ramis-Conde et al. (2008) where individual cell behaviour is driven by a molecular network describing the dynamics of E-cadherin and -catenin. In this model, which we refer to as the centre-based model, an alternative individual-based modelling technique was used, namely, a lattice-free approach. In many respects, the GGH or CPM methodology and the approach of the centre-based model have the same overall goal, that is to mimic behaviours and interactions of biological cells. Although the mathematical foundations and computational implementations of the two approaches are very different, the results of the presented simulations are compatible with each other, suggesting that by using individual-based approaches we can formulate a natural way of describing complex multi-cell, multiscale models. The ability to easily reproduce results of one modelling approach using an alternative approach is also essential from a model cross-validation standpoint and also helps to identify any modelling artefacts specific to a given computational approach.


Physical Review D | 2004

The evidence for a pentaquark signal and kinematic reflections

A. Dzierba; D. Krop; Maciej Swat; S. Teige; Adam P. Szczepaniak

Several recent experiments have reported evidence for a narrow baryon resonance with positive strangeness (


Methods of Molecular Biology | 2009

Multicell Simulations of Development and Disease Using the CompuCell3D Simulation Environment

Maciej Swat; Susan D. Hester; Ariel Balter; Randy Heiland; Benjamin Zaitlen; James A. Glazier

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Computing in Science and Engineering | 2007

From Genes to Organisms Via the Cell: A Problem-Solving Environment for Multicellular Development

Trevor Cickovski; Kedar Aras; Maciej Swat; Roeland M. H. Merks; Tilmann Glimm; H. George E. Hentschel; Mark S. Alber; James A. Glazier; Stuart A. Newman; Jesús A. Izaguirre

) at a mass of 1.54 GeV/


Archive | 2007

The Glazier-Graner-Hogeweg Model: Extensions, Future Directions, and Opportunities for Further Study

Ariel Balter; Roeland M. H. Merks; Nikodem J. Poplawski; Maciej Swat; James A. Glazier

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Current Topics in Developmental Biology | 2008

Coordinated action of N-CAM, N-cadherin, EphA4, and ephrinB2 translates genetic prepatterns into structure during somitogenesis in chick.

James A. Glazier; Ying Zhang; Maciej Swat; Benjamin Zaitlen; Santiago Schnell

. Baryons with

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James A. Glazier

Indiana University Bloomington

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Adam P. Szczepaniak

Thomas Jefferson National Accelerator Facility

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Abbas Shirinifard

St. Jude Children's Research Hospital

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S. Teige

Indiana University Bloomington

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A. Dzierba

Indiana University Bloomington

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A. V. Popov

University of Massachusetts Dartmouth

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Benjamin Zaitlen

Indiana University Bloomington

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E. Scott

Indiana University Bloomington

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