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Mathematical Model for Hit Phenomena

Physics – Physics and Society
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Mathematical model for hit phenomena as stochastic process of interactions of human interactions

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Mathematical models of intergroup conflicts

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Matrix plots of reordered bistochastized transaction flow tables: A United States intercounty migration example

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Maximal planar scale-free Sierpinski networks with small-world effect and power-law strength-degree correlation

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Maximal spanning trees, asset graphs and random matrix denoising in the analysis of dynamics of financial networks

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Maximizing Entropy Yields Spatial Scaling in Social Networks

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Maximizing Influence Propagation in Networks with Community Structure

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Mean clustering coefficients: the role of isolated nodes and leafs on clustering measures for small-world networks

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Mean Exit Time and Survival Probability within the CTRW Formalism

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Mean field solutions of kinetic exchange opinion models

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Meaning and Form in a Language Computer Simulation

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Measurable Systems and Behavioral Sciences

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Measures and Mismeasures of Scientific Quality

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Measuring co-authorship and networking-adjusted scientific impact

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Measuring degree-degree association in networks

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Measuring sectoral diversification in an asymptotic multi-factor framework

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Measuring Significance of Community Structure in Complex Networks

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Measuring social dynamics in a massive multiplayer online game

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Measuring the Globalization of Knowledge Networks

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