No abstract is provided for this article.
No abstract is provided for this article.
The calcium transport in biological systems is modelled as a reaction-diffusion process. Nonlinear calcium waves are then simulated using a stochastic cellular automaton whose rules are derived from the corresponding coupled partial differential equations. Numerical simulations show self-organized criticality in the complex calcium waves and patterns. Both the stochastic cellular automaton approach and the equation-based simulations can predict the characteristics of calcium waves and complex pattern formation. The implication of locality of calcium distribution with positional information in biological systems is also discussed.
No abstract is provided for this article.
This chapter introduces some of the mathematical foundations so as to help gain in-depth insight into the algorithms and their algorithmic structures in later chapters. It includes convexity, complexity, entropy, norms, probability, sampling, Monte Carlo, and others.
The logistic finance is the important component supporting factor of modern logistics, which represents one of the most important development direction of value -added in logistics industry.This paper firstly analyzes vital significance and theoretical foundation of the development of modern logistics financial services, then takes Ningbo City as an example and explains the comparative advantages of Ningbo City for the development of logistics financial services from the perspective of owning the Ningbo Port, favorable logistics industry, good financial environment.Next, some feasible development modes of logistics financial services in Ningbo City are put forward.At last, this paper points out some good countermeasures for the development of modern logistics financial services in Ningbo City.
Biology-derived algorithms are an important part of computational sciences, which are essential to many scientific disciplines and engineering applications. Many computational methods are derived from or based on the analogy to natural evolution and biological activities, and these biologically inspired computations include genetic algorithms, neural networks, cellular automata, and other algorithms.
A common but challenging task in modelling geophysical and geological processes is to handle massive data and to minimize certain objectives. This can essentially be considered as an optimization problem, and thus many new efficient metaheuristic optimization algorithms can be used. In this paper, we will introduce some modern metaheuristic optimization algorithms such as genetic algorithms, harmony search, firefly algorithm, particle swarm optimization and simulated annealing. We will also discuss how these algorithms can be applied to various applications in earth sciences, including nonlinear least-squares, support vector machine, Kriging, inverse finite element analysis, and data-mining. We will present a few examples to show how different problems can be reformulated as optimization. Finally, we will make some recommendations for choosing various algorithms to suit various problems.
This book gathers high-quality research papers presented at the Eighth International Congress on Information and Communication Technology (ICICT 2023).