A mathematical analysis of glacier surges. by Fowler, A

Applications of mathematical analysis to tumour acidity modelling by Mcgillen, J, Martin, N, Robey, I, Gaffney, E, Maini, P

Mathematical Analysis of a Model of River Channel Formation by Diaz, J, Fowler, A, Munoz, A, Schiavi, E

“…In this paper we consider the deduction and mathematical analysis of a deterministic model describing river channel formation and the evolution of its depth. …”

Mathematical analysis of a model of river channel formation. by Diaz, J, Fowler, A, Munoz, A, Schiavi, E

Mathematical analysis of a two-strain disease model with amplification by Kuddus, MA, McBryde, ES, Adekunle, AI, White, LJ, Meehan, MT

Mathematical analysis of an integral equation arising from population dynamics. by Kay, D, Sagheer, M, Tang, Q

A mathematical analysis of an election system proposed by Gottlob Frege by Harrenstein, P, Lackner, M-L, Lackner, M

Mathematical analysis of an integral equation arising from population dynamics by Kay, D, Sagheer, M, Tang, Q

Mathematical analysis of a model for the growth of the bovine corpus luteum by Sotiris, A, Prokopiou, S, Byrne, H, Jeffrey, M, Robinson, R, Mann, G, Owen, M

Cut-and-paste for impulsive gravitational waves with $\Lambda$: the mathematical analysis by Sämann, C, Schinnerl, B, Steinbauer, R, Švarc, R

“…In this paper we provide a mathematical analysis of this issue for the entire class of nonexpanding impulsive gravitational waves propagating in a background spacetime of constant curvature. …”

A mixed discrete-continuous fragmentation model by Baird, G, Suli, E

“…Motivated by the occurrence of “shattering” mass-loss observed in purely continuous fragmentation models, this work concerns the development and the mathematical analysis of a new class of hybrid discrete-continuous fragmentation models. …”

Biological inferences from a mathematical model for malignant invasion. by Perumpanani, A, Sherratt, J, Norbury, J, Byrne, H

“…The authors briefly describe the methods of mathematical analysis used and then go on to highlight the biological inferences drawn from the mathematical analysis. …”

Genome mapping with anchored clones: theoretical aspects. by Ewens, W, Bell, C, Donnelly, P, Dunn, P, Matallana, E, Ecker, JR

“…As part of our effort to construct a physical map of the genome of Arabidopsis thaliana we have made a mathematical analysis of our experimental approach of anchoring yeast artificial chromosome clones with genetically mapped RFLPs and RAPDs. …”

On the effectiveness of wastewater cylindrical reactors: an analysis through Steiner symmetrization by Diaz, JI, Gomez-Castro, D

“…The mathematical analysis of the shape of chemical reactors is studied in this paper through the research of the optimization of its effectiveness η such as introduced by R. …”

An analysis of a mathematical model of trophoblast invasion by Byrne, H, Chaplain, MAJ, Pettet, G, McElwain, D

“…We then carry out a mathematical analysis of a simpler submodel that describes the final stages of normal embryo implantation and suggests that as the timescale of interest increases, the dominant migratory mechanism of the trophoblasts switches from chemotaxis to nonlinear random motion.…”

Formation of TCR dimers/trimers as a crucial step for T cell activation. by Bachmann, M, Salzmann, M, Oxenius, A, Ohashi, P

“…Mathematical modeling of TCR interactions indicates that such a relation is only possible if TCR dimerize before internalization. By mathematical analysis, our data would also be compatible with trimer but not larger oligomer formation. …”

A simple mechanistic model of sprout spacing in tumour-associated angiogenesis. by Addison-Smith, B, McElwain, D, Maini, P

“…The model is based on corneal pocket experiments, and provides a mathematical analysis of the initial spacing of angiogenic sprouts.…”

A simple mechanistic model of sprout spacing in tumour-associated angiogenesis by Addison-Smith, B, McElwain, D, Maini, P

“…The model is based on corneal pocket experiments, and provides a mathematical analysis of the initial spacing of angiogenic sprouts.…”

Lyapunov dimension of elastic turbulence by Plan, E, Gupta, A, Vincenzi, D, Gibbon, J

“…We estimate the Lyapunov dimension of this assumed attractor as a function of the Weissenberg number by combining a mathematical analysis of the model with direct numerical simulations.…”

Coexistence of three heteroclinic cycles and chaos analyses for a class of 3D piecewise affine systems by Wang, F, Wei, Z, Zhang, W, Moroz, I

“…This paper establishes the coexistence of heteroclinic cycles in a class of 3D piecewise affine systems with three switching manifolds through rigorous mathematical analysis. By constructing suitable Poincaré maps adjacent to heteroclinic cycles, we demonstrate the occurrence of two distinct types of horseshoes and show the conditions for the presence of chaotic invariant sets. …”