Category: Publications
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The future of perovskite solar cells, optimal vaccine distribution, and how to discourage the spread of madness through social media.
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Here are links to a few recent articles by LML External Fellow Mark Buchanan.
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Machines learn from biology, the speed of coronavirus and how to build an ethical self-driving ca
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Here are links to a few recent articles by LML External Fellow Mark Buchanan.
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Recurrence Spectra of European Temperature in Historical Climate Simulations
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Climate events linked to extremes of temperature (heatwaves/cold spells) have severe impacts on human health and natural ecosystems. Over the past few decades, the frequency and intensity of heatwaves have increased in Europe.
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The aromatic universe, new hope for public transport, and why we’re still years away from practical fusion energy
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Here are links to a few recent articles by LML External Fellow Mark Buchanan.
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Toward understanding the impact of artificial intelligence on labour
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Economists and policy makers worry that the rapid advance of artificial intelligence (AI) and automation technologies could seriously disrupt labour markets.
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Limits to machine prediction, the psychology of Brexit fantasies and how biology exploits phase transitions – a few recent essays
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Here are links to a few recent articles by LML Fellow Mark Buchanan.
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Bias-variance Trade-off in Portfolio Optimization
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According to current international regulation, financial institutions are obliged to calculate the risk in their trading book on the basis of expected shortfall (ES), a risk measure which aims to capture risk from rare, low-probability events more effectively than earlier measures.
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Testing Randomness in Quantum Mechanics
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Monte Carlo experiments use computation and repeated random sampling to obtain numerical estimates for various natural or mathematical processes.
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Polarization of opinions in a network with two communities
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The recent study of large data sets has revealed the key network structures behind many biological, social, and technological processes.
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Continuous vs. Discontinuous Transitions in the D-Dimensional Generalized Kuramoto Model: Odd D is different
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In 1975, Yoshiki Kuramoto introduced a simple model to describe the collective dynamics of a set of interacting oscillators. In the model, each oscillator has a natural frequency, and is coupled equally to all other oscillators.