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Analyse asymptotique de milieux élastiques stratifiés dans les espaces de fonctions à déformation bornée. = Asymptotic analysis of stratified elastic media in the space of functions with bounded deformation (2016)
Journal Article
Bellieud, M., & Cooper, S. (2016). Analyse asymptotique de milieux élastiques stratifiés dans les espaces de fonctions à déformation bornée. = Asymptotic analysis of stratified elastic media in the space of functions with bounded deformation. Comptes Rendus Mathématique, 354(4), 437-442. https://doi.org/10.1016/j.crma.2016.01.004

Nous analysons le comportement asymptotique des solutions de problèmes du type(1)(Pε):{−div(σε(uε))=f dans Ω=(0,L)×Ω′,σε(uε)=λε(x1)tr(e(uε))I+2με(x1)e(uε),e(uε)=12(∇uε+∇Tuε),uε∈H01(Ω;R3),f∈L∞(Ω,R3), lorsque les coefficients de Lamé dépendent uniqueme... Read More about Analyse asymptotique de milieux élastiques stratifiés dans les espaces de fonctions à déformation bornée. = Asymptotic analysis of stratified elastic media in the space of functions with bounded deformation.

Evaluation of conformal integrals (2016)
Journal Article
Bzowski, A., McFadden, P., & Skenderis, K. (2016). Evaluation of conformal integrals. Journal of High Energy Physics, 2016(02), Article 068. https://doi.org/10.1007/jhep02%282016%29068

We present a comprehensive method for the evaluation of a vast class of integrals representing 3-point functions of conformal field theories in momentum space. The method leads to analytic, closed-form expressions for all scalar and tensorial 3-point... Read More about Evaluation of conformal integrals.

New weighted rank correlation coefficients sensitive to agreement on top and bottom rankings (2016)
Journal Article
Coolen-Maturi, T. (2016). New weighted rank correlation coefficients sensitive to agreement on top and bottom rankings. Journal of Applied Statistics, 43(12), 2261-2279. https://doi.org/10.1080/02664763.2016.1140726

Three new weighted rank correlation coefficients are proposed which are sensitive to both agreement on top and bottom rankings. The first one is based on the weighted rank correlation coefficient proposed by Maturi and Abdelfattah [13], the second an... Read More about New weighted rank correlation coefficients sensitive to agreement on top and bottom rankings.

Imprecise system reliability and component importance based on survival signature (2016)
Journal Article
Feng, G., Patelli, E., Beer, M., & Coolen, F. (2016). Imprecise system reliability and component importance based on survival signature. Reliability Engineering & System Safety, 150, 116-125. https://doi.org/10.1016/j.ress.2016.01.019

The concept of the survival signature has recently attracted increasing attention for performing reliability analysis on systems with multiple types of components. It opens a new pathway for a structured approach with high computational efficiency ba... Read More about Imprecise system reliability and component importance based on survival signature.

Statistical management of pay-per-click processes for search engines (2016)
Book Chapter
Wooff, D., Anderson, J., & Jamalzadeh, A. (2016). Statistical management of pay-per-click processes for search engines. In P. Aston, A. Mulholland, & K. Tant (Eds.), UK success stories in industrial mathematics (297-303). Springer Verlag. https://doi.org/10.1007/978-3-319-25454-8_38

Suppose you want to buy a dishwasher. What you might do is go to a search engine such as Google or Bing and type “dishwasher” in the search field. If you are using Google, what you may see are some sponsored links (adverts), as well as the results of... Read More about Statistical management of pay-per-click processes for search engines.

The non-linear energy stability of Brinkman thermosolutal convection with reaction (2016)
Journal Article
Al-Sulaimi, B. (2016). The non-linear energy stability of Brinkman thermosolutal convection with reaction. Ricerche di matematica, 65(2), 381-397. https://doi.org/10.1007/s11587-015-0254-8

We use the energy method to obtain the non-linear stability threshold for thermosolutal convection porous media of Brinkman type with reaction. The obtained non-linear boundaries for different values of the reaction terms are compared with the releva... Read More about The non-linear energy stability of Brinkman thermosolutal convection with reaction.

Fitness landscapes among many options under social influence (2016)
Journal Article
Caiado, C., Brock, W., Bentley, R., & O'Brien, M. (2016). Fitness landscapes among many options under social influence. Journal of Theoretical Biology, 405, 5-16. https://doi.org/10.1016/j.jtbi.2015.12.013

Cultural learning represents a novel problem in that an optimal decision depends not only on intrinsic utility of the decision/behavior but also on transparency of costs and benefits, the degree of social versus individual learning, and the relative... Read More about Fitness landscapes among many options under social influence.

Ribbon curling via stress relaxation in thin polymer films (2016)
Journal Article
Prior, C., Moussou, J., Chakrabarti, B., Jensen, O., & Juel, A. (2016). Ribbon curling via stress relaxation in thin polymer films. Proceedings of the National Academy of Sciences, 113(7), 1719-1724. https://doi.org/10.1073/pnas.1514626113

The procedure of curling a ribbon by running it over a sharp blade is commonly used when wrapping presents. Despite its ubiquity, a quantitative explanation of this everyday phenomenon is still lacking. We address this using experiment and theory, ex... Read More about Ribbon curling via stress relaxation in thin polymer films.

N=3 four dimensional field theories (2016)
Journal Article
García-Etxebarria, I., & Regalado, D. (2016). N=3 four dimensional field theories. Journal of High Energy Physics, 2016(03), Article 083. https://doi.org/10.1007/jhep03%282016%29083

We introduce a class of four dimensional field theories constructed by quotienting ordinary N=4 U(N ) SYM by particular combinations of R-symmetry and SL(2, ℤ) automorphisms. These theories appear naturally on the worldvolume of D3 branes probing ter... Read More about N=3 four dimensional field theories.