Tamara G Grossmann,Urszula Julia Komorowska,Jonas Latz et al.
Tamara G Grossmann et al.
Partial differential equations (PDEs) play a fundamental role in the mathematical modelling of many processes and systems in physical, biological and other sciences. To simulate such processes and systems, the solutions of PDEs often need t...
Numerical methods and hypoexponential approximations for gamma distributed delay differential equations [0.03%]
用于求解伽玛分布时滞微分方程的数值方法及次指数逼近
Tyler Cassidy,Peter Gillich,Antony R Humphries et al.
Tyler Cassidy et al.
Gamma distributed delay differential equations (DDEs) arise naturally in many modelling applications. However, appropriate numerical methods for generic gamma distributed DDEs have not previously been implemented. Modellers have therefore r...
Liuyang Feng,Nan Qi,Hao Gao et al.
Liuyang Feng et al.
We develop a fluid-structure interaction (FSI) model of the mitral valve (MV) that uses an anatomically and physiologically realistic description of the MV leaflets and chordae tendineae. Three different chordae models-complex, 'pseudo-fibr...
Will big data yield new mathematics? An evolving synergy with neuroscience [0.03%]
大数据会催生新的数学理论吗？与神经科学的互动日益加深
S Feng,P Holmes
S Feng
New mathematics has often been inspired by new insights into the natural world. Here we describe some ongoing and possible future interactions among the massive data sets being collected in neuroscience, methods for their analysis and mathe...
Dynamic finite-strain modelling of the human left ventricle in health and disease using an immersed boundary-finite element method [0.03%]
基于浸没边界-有限元方法的心室动态有限变形力学模型及其在心肌病中的应用研究
Hao Gao,David Carrick,Colin Berry et al.
Hao Gao et al.
Detailed models of the biomechanics of the heart are important both for developing improved interventions for patients with heart disease and also for patient risk stratification and treatment planning. For instance, stress distributions in...