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Number of items: 198.
A
Acharya, BS;
Foscolo, L;
Najjar, M;
Svanes, EE;
(2021)
New G2-conifolds in M-theory and their field theory interpretation.
Journal of High Energy Physics
, 2021
(5)
, Article 250. 10.1007/JHEP05(2021)250.
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Ahmed, N;
Barrenechea, GR;
Burman, E;
Guzmán, J;
Linke, A;
Merdon, C;
(2021)
A Pressure-Robust Discretization of Oseen's Equation Using Stabilization in the Vorticity Equation.
SIAM Journal on Numerical Analysis
, 59
(5)
pp. 2746-2774.
10.1137/20m1351230.
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Aigner-Horev, E;
Danon, O;
Hefetz, D;
Letzter, S;
(2021)
Rainbow Cliques in Randomly Perturbed Dense Graphs.
In:
Extended Abstracts EuroComb 2021.
(pp. 154-159).
Springer International Publishing: Cham, Switzerland.
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Amaral, MA;
Oliveira, MMD;
Javarone, MA;
(2021)
An epidemiological model with voluntary quarantine strategies governed by evolutionary game dynamics.
Chaos, Solitons & Fractals
, 143
, Article 110616. 10.1016/j.chaos.2020.110616.
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Austin, C;
Thompson, P;
Fittipaldi, M;
Treasure, T;
(2021)
The consequences of incomplete covering of the critical part of the aortic root in Personalized External Aortic Root Support.
European Journal of Cardio-Thoracic Surgery
, 59
(5)
p. 1095.
10.1093/ejcts/ezab118.
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B
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Balmforth, NJ;
Craster, RV;
Hewitt, DR;
(2021)
Building on Oldroyd’s viscoplastic legacy: Perspectives and new developments.
Journal of Non-Newtonian Fluid Mechanics
, 294
, Article 104580. 10.1016/j.jnnfm.2021.104580.
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Bar-Yam, Y;
Gurdasani, D;
Baker, MG;
Scally, G;
George, S;
Kvalsvig, A;
Fhaoláin, SN;
... Ziauddeen, H; + view all
(2021)
The World Health Network: a global citizens' initiative.
Lancet
, 398
(10311)
pp. 1567-1568.
10.1016/S0140-6736(21)02246-7.
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Bárány, I;
Frankl, P;
(2021)
How (Not) to Cut Your Cheese.
The American Mathematical Monthly
, 128
(6)
pp. 543-552.
10.1080/00029890.2021.1901463.
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Barany, Imre;
Kalai, Gil;
(2021)
Helly-type problems.
Bulletin of The American Mathematical Society
10.1090/bull/1753.
(In press).
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Barany, I;
Steiger, W;
Toledo, S;
(2021)
The cocked hat: formal statements and proofs of the theorems.
The Journal of Navigation
, 74
(3)
pp. 713-722.
10.1017/S0373463321000011.
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Barton, Simon;
Hartmann, Betti;
Kleihaus, Burkhard;
Kunz, Jutta;
(2021)
Spontaneously vectorized Einstein-Gauss-Bonnet black holes.
Physics Letters B
, 817
, Article 136336. 10.1016/j.physletb.2021.136336.
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Batchelor, T;
Hasan, J;
Macbeth, F;
Shackcloth, M;
Treasure, T;
(2021)
Randomised Controlled Trial Evidence Questions the Assumption that Pulmonary Metastasectomy Benefits Patients with Colorectal Cancer.
Annals of Surgical Oncology
, 28
pp. 4066-4067.
10.1245/s10434-020-09521-3.
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Bellettini, C;
Le Donne, E;
(2021)
Sets with constant normal in Carnot groups: properties and examples.
Commentarii Mathematici Helvetici
, 96
(1)
pp. 149-198.
10.4171/CMH/510.
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Ben-Eliezer, O;
Letzter, S;
Waingarten, E;
(2021)
Optimal Adaptive Detection of Monotone Patterns.
arXiv.org: Ithaca (NY), USA.
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Beraldo, D;
(2021)
The center of the categorified ring of differential operators.
Journal of the European Mathematical Society
, 23
(6)
pp. 1999-2049.
10.4171/JEMS/1048.
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Beraldo, D;
(2021)
Deligne-Lusztig duality on the stack of local systems.
Journal fur die Reine und Angewandte Mathematik
10.1515/crelle-2021-0030.
(In press).
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Beraldo, D;
(2021)
Tempered D-modules and Borel–Moore homology vanishing.
Inventiones Mathematicae
10.1007/s00222-021-01036-2.
(In press).
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Betcke, Timo;
Scroggs, Matthew;
(2021)
Bempp-cl: A fast Python based just-in-time compiling boundary element library.
Journal of Open Source Software
, 6
(59)
p. 2879.
10.21105/joss.02879.
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Betcke, T;
Scroggs, M;
(2021)
Designing a high-performance boundary element library with OpenCL and Numba.
Computing in Science and Engineering
, 23
(4)
pp. 18-28.
10.1109/MCSE.2021.3085420.
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Böhmer, C;
Corcoran, L;
Einav, A;
Hall, CL;
Harris, JP;
Midgley, L;
Negus, MJ;
(2021)
The Twinning Problem.
Mathematics in Industry Reports: Chemical: Cambridge, UK.
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Böhmer, Christian G.;
(2021)
Foundations of Gravity—Modifications and Extensions.
In: Saridakis, Emmanuel N and Lazkoz, Ruth and Salzano, Vincenzo and Vargas Moniz, Paulo and Capozziello, Salvatore and Beltrán Jiménez, Jose and De Laurentis, Mariafelicia and Olmo, Gonzalo J, (eds.)
Modified Gravity and Cosmology An update by the CANTATA network.
(pp. 27-38).
Springer Cham: Cham, Switzerland.
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Böhmer, CG;
Jensko, E;
(2021)
Modified gravity: A unified approach.
Physical Review D
, 104
(2)
, Article 024010. 10.1103/PhysRevD.104.024010.
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Brew-Graves, C;
Leonard, P;
Treasure, T;
(2021)
Lung Metastasectomy in the Treatment of Rectal Cancer Gives Little if Any Benefit Compared With the Importance of Control at the Primary Cancer Site.
American Journal of Clinical Oncology
, 44
(9)
pp. 503-504.
10.1097/COC.0000000000000853.
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Brihaye, Y;
Cônsole, F;
Hartmann, B;
(2021)
Inflation inside non-topological defects and scalar black holes.
Symmetry
, 13
(1)
, Article 2. 10.3390/sym13010002.
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Brihaye, Y;
Hartmann, B;
(2021)
Spherically symmetric charged black holes with wavy scalar hair.
Classical and Quantum Gravity
10.1088/1361-6382/ac35a9.
(In press).
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Brihaye, Y;
Capobianco, R;
Hartmann, B;
(2021)
Spontaneous scalarization of self-gravitating magnetic fields.
Physical Review D
, 103
(12)
, Article 124020. 10.1103/PhysRevD.103.124020.
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Burman, E;
Delay, G;
Ern, A;
(2021)
A Hybridized High-Order Method for Unique Continuation Subject to the Helmholtz Equation.
SIAM Journal on Numerical Analysis
, 59
(5)
pp. 2368-2392.
10.1137/20m1375619.
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Burman, E;
Delay, G;
Ern, A;
(2021)
An unfitted hybrid high-order method for the stokes interface problem.
IMA Journal of Numerical Analysis
, 41
(4)
pp. 2362-2387.
10.1093/imanum/draa059.
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Burman, E;
Duran, O;
Ern, A;
Steins, M;
(2021)
Convergence Analysis of Hybrid High-Order Methods for the Wave Equation.
Journal of Scientific Computing
, 87
(3)
, Article 91. 10.1007/s10915-021-01492-1.
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Burman, E;
Feizmohammadi, A;
Muench, A;
Oksanen, L;
(2021)
Space time stabilized finite element methods for a unique continuation problem subject to the wave equation.
ESAIM: Mathematical Modelling and Numerical Analysis
, 55
S969-S991.
10.1051/m2an/2020062.
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Burman, E;
He, C;
Larson, MG;
(2021)
Comparison of Shape Derivatives Using CutFEM for Ill-posed Bernoulli Free Boundary Problem.
Journal of Scientific Computing
, 88
, Article 35. 10.1007/s10915-021-01544-6.
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Burman, E;
Cicuttin, M;
Delay, G;
Ern, A;
(2021)
An Unfitted Hybrid High-Order Method with Cell Agglomeration for Elliptic Interface Problems.
SIAM Journal on Scientific Computing
, 43
(2)
A859-A882.
10.1137/19m1285901.
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C
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Cabrera-Arnau, C;
Bishop, SR;
(2021)
Urban population size and road traffic collisions in Europe.
PLoS One
, 16
(8)
, Article e0256485. 10.1371/journal.pone.0256485.
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Caetano, AM;
Hewett, DP;
Moiola, A;
(2021)
Density results for Sobolev, Besov and Triebel–Lizorkin spaces on rough sets.
Journal of Functional Analysis
, 281
(3)
, Article 109019. 10.1016/j.jfa.2021.109019.
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Campi, Marta;
Peters, Gareth W;
Azzaoui, Nourddine;
Matsui, Tomoko;
(2021)
Machine Learning Mitigants for Speech Based Cyber Risk.
IEEE Access
, 9
pp. 136831-136860.
10.1109/ACCESS.2021.3117080.
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Canzani, Y;
Galkowski, J;
(2021)
Eigenfunction concentration via geodesic beams.
Journal für die reine und angewandte Mathematik (Crelles Journal)
, 2021
(775)
pp. 197-257.
10.1515/crelle-2020-0039.
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Canzani, Y;
Galkowski, J;
(2021)
Eigenfunction concentration via geodesic beams.
In:
Notices of the American Mathematical Society 68(3).
(pp. p. 417).
AMS: Online.
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Challen, C;
Jensen, M;
Skarvelis-Kazakos, S;
(2021)
Experimental testing of a real aggregator system performing rigorous optimal control of electrical and thermal storage.
Journal of Energy Storage
, 43
, Article 103188. 10.1016/j.est.2021.103188.
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Chandler-Wilde, SN;
Hewett, DP;
Moiola, A;
Besson, J;
(2021)
Boundary element methods for acoustic scattering by fractal screens.
Numerische Mathematik
10.1007/s00211-021-01182-y.
(In press).
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Chen, Xi;
Deb, Bishal;
Dyachenko, Alexander;
Gilmore, Tomack;
Sokal, Alan D;
(2021)
Coefficientwise Total Positivity of Some Matrices Defined by Linear Recurrences.
Séminaire Lotharingien de Combinatoire
, 85B
, Article 30.
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Constantinescu, Petru;
(2021)
Distribution results for automorphic forms, their periods and masses.
Doctoral thesis (Ph.D), UCL (University College London).
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Cox, Graham;
Jakobson, Dmitry;
Karpukhin, Mikhail;
Sire, Yannick;
(2021)
Conformal invariants from nodal sets. II. Manifolds with boundary.
Journal of Spectral Theory
, 11
(2)
pp. 387-409.
10.4171/jst/345.
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Crowe, M;
Kemp, C;
Johnson, E;
(2021)
The decay of Hill's vortex in a rotating flow.
Journal of Fluid Mechanics
, 919
, Article A6. 10.1017/jfm.2021.386.
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Crowe, MN;
(2021)
The modification of turbulent thermal wind balance by non-traditional effects.
Journal of Fluid Mechanics
, 925
, Article A17. 10.1017/jfm.2021.669.
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Crowe, MN;
Johnson, ER;
(2021)
The propagation and decay of a coastal vortex on a shelf.
Journal of Fluid Mechanics
, 927
, Article A38. 10.1017/jfm.2021.790.
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Crowe, S;
Utley, M;
(2021)
Praxis in healthcare OR: An empirical behavioural OR study.
Journal of the Operational Research Society
10.1080/01605682.2021.1919036.
(In press).
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D
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Dalwadi, MP;
Cimpeanu, R;
Ockendon, H;
Ockendon, J;
Mullin, T;
(2021)
Levitation of a cylinder by a thin viscous film.
Journal of Fluid Mechanics
, 917
, Article A28. 10.1017/jfm.2021.284.
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Dalwadi, MP;
Pearce, P;
(2021)
Emergent robustness of bacterial quorum sensing in fluid flow.
Proceedings of the National Academy of Sciences of the United States of America
, 118
(10)
, Article e2022312118. 10.1073/pnas.2022312118.
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Das, S;
Pokrovskiy, A;
Sudakov, B;
(2021)
Isomorphic bisections of cubic graphs.
Journal of Combinatorial Theory, Series B
, 151
pp. 465-481.
10.1016/j.jctb.2021.08.003.
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Davies, B;
Alcock, L;
Jones, I;
(2021)
What do mathematicians mean by proof? A comparative-judgement study of students’ and mathematicians’ views.
The Journal of Mathematical Behavior
, 61
, Article 100824. 10.1016/j.jmathb.2020.100824.
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Davies, B;
Jones, I;
(2021)
Assessing Proof Reading Comprehension Using Summaries.
International Journal of Research in Undergraduate Mathematics Education
10.1007/s40753-021-00157-6.
(In press).
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Davies, B;
Miller, D;
Infante, N;
(2021)
The role of authorial context in mathematicians’ evaluations of proof.
International Journal of Mathematical Education in Science and Technology
, 54
(5)
pp. 725-739.
10.1080/0020739x.2021.1966531.
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Doak, A;
Vanden-Broeck, J-M;
(2021)
Nonlinear two-dimensional free surface solutions of flow exiting a pipe and impacting a wedge.
Journal of Engineering Mathematics
, 126
(1)
10.1007/s10665-020-10086-z.
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Dokchitser, T;
Dokchitser, V;
Morgan, A;
(2021)
Tate module and bad reduction.
Proceedings of the American Mathematical Society
, 149
(4)
pp. 1361-1372.
10.1090/proc/15067.
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Dorobantu, DM;
Ridout, D;
Brown, KL;
Rodrigues, W;
Sharabiani, MTA;
Pagel, C;
Anderson, D;
... Stoica, SC; + view all
(2021)
Factors associated with unplanned reinterventions and their relation to early mortality after pediatric cardiac surgery.
The Journal of Thoracic and Cardiovascular Surgery
, 161
(3)
1155-1166.e9.
10.1016/j.jtcvs.2020.10.145.
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Doyle, S;
Hubbard, B;
Christoffersen, P;
Law, R;
Hewitt, D;
Neufeld, J;
Schoonman, C;
... Bougamont, M; + view all
(2021)
Water flow through sediments and at the ice-sediment interface beneath Sermeq Kujalleq (Store Glacier), Greenland.
Journal of Glaciology
10.1017/jog.2021.121.
(In press).
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E
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Ellis, MA;
Dalwadi, MP;
Ellis, MJ;
Byrne, HM;
Waters, SL;
(2021)
A Systematically Reduced Mathematical Model for Organoid Expansion.
Frontiers in Bioengineering and Biotechnology
, 9
, Article 670186. 10.3389/fbioe.2021.670186.
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Ellison, M;
DiazDelaO, FA;
Ince, NZ;
Willetts, M;
(2021)
Robust optimisation of computationally expensive models using adaptive multi-fidelity emulation.
Applied Mathematical Modelling
, 100
pp. 92-106.
10.1016/j.apm.2021.07.020.
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Esler, JG;
(2021)
Unique stochastic Lagrangian particle dispersion models for inhomogeneous turbulent flows.
Journal of Fluid Mechanics
, 927
, Article A39. 10.1017/jfm.2021.724.
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Espuny Pujol, F;
Hancock, R;
Hviid, M;
Morciano, M;
Pudney, S;
(2021)
Market concentration, supply, quality and prices paid by local authorities in the English care home market.
Health Economics
10.1002/hec.4286.
(In press).
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Espuny Pujol, F;
Hancock, R;
Morciano, M;
(2021)
Trends in survival of older care home residents in England: A 10-year multi-cohort study.
Social Science & Medicine
, 282
, Article 113883. 10.1016/j.socscimed.2021.113883.
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F
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Fallat, S;
Johnson, CR;
Sokal, AD;
(2021)
Corrigendum to “Total positivity of sums, Hadamard products and Hadamard powers: Results and counterexamples” [Linear Algebra Appl. 520 (2017) 242–259] (Linear Algebra and its Applications (2017) 520 (242–259), (S0024379517300411), (10.1016/j.laa.2017.01.013)).
[Corrigendum].
Linear Algebra and Its Applications
, 613
pp. 393-396.
10.1016/j.laa.2020.12.019.
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Fenton, HM;
Finan, PJ;
Milton, R;
Shackcloth, M;
Taylor, JC;
Treasure, T;
Morris, EJA;
(2021)
National variation in pulmonary metastasectomy for colorectal cancer.
Colorectal Disease
10.1111/codi.15506.
(In press).
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Fine, J;
Krasnov, K;
Singer, M;
(2021)
Local rigidity of Einstein 4-manifolds satisfying a chiral curvature condition.
Mathematische Annalen
, 379
pp. 569-588.
10.1007/s00208-020-02097-z.
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Fiorentino, F;
Treasure, T;
(2021)
Is survival really better after repeated lung metastasectomy?
Clinical & Experimental Metastasis
, 38
(1)
pp. 73-75.
10.1007/s10585-020-10061-z.
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Fiorentino, F;
Treasure, T;
(2021)
Sample size calculations for randomized controlled trials and for prediction models.
Colorectal Disease
, 23
(1)
pp. 316-319.
10.1111/codi.15489.
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Fodor, Gyula;
Costa Filho, Etevaldo dos Santos;
Hartmann, Betti;
(2021)
Calculation of multipole moments of axistationary electrovacuum spacetimes.
Physical Review D
, 104
(6)
, Article 064012. 10.1103/PhysRevD.104.064012.
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Foscolo, L;
(2021)
Complete non-compact Spin(7) manifolds from self-dual Einstein 4-orbifolds.
Geometry and Topology
, 25
(1)
pp. 339-408.
10.2140/gt.2021.25.339.
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Foscolo, L;
Haskins, M;
Nordström, J;
(2021)
Complete non-compact G2-manifolds from asymptotically conical Calabi-Yau 3-folds.
Duke Mathematical Journal
, 170
(15)
pp. 3323-3416.
10.1215/00127094-2020-0092.
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Foscolo, L;
Haskins, M;
Nordström, J;
(2021)
Infinitely many new families of complete cohomogeneity one G₂-manifolds: G₂ analogues of the Taub-NUT and Eguchi-Hanson spaces.
Journal of the European Mathematical Society
(In press).
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G
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Gaffney, EA;
Ishimoto, K;
Walker, BJ;
(2021)
Modelling Motility: The Mathematics of Spermatozoa.
Frontiers in Cell and Developmental Biology
, 9
, Article 710825. 10.3389/fcell.2021.710825.
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Galkowski, J;
Lafontaine, D;
Spence, EA;
(2021)
Local absorbing boundary conditions on fixed domains give order-one errors for high-frequency waves.
ArXiv
(In press).
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Galkowski, J;
Marchand, P;
Spence, EA;
(2021)
Eigenvalues of the truncated Helmholtz solution operator under strong trapping.
SIAM Journal on Mathematical Analysis
, 53
(6)
pp. 6724-6770.
10.1137/21M1399658.
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Galkowski, J;
Marchand, P;
Spence, EA;
(2021)
High-frequency estimates on boundary integral operators for the Helmholtz exterior Neumann problem.
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Galkowski, J;
Shapiro, J;
(2021)
Semiclassical Resolvent Bounds for Long-Range Lipschitz Potentials.
International Mathematics Research Notices
, 2022
(18)
pp. 14134-14150.
10.1093/imrn/rnab134.
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Galkowski, J;
Zelditch, S;
(2021)
Lower bounds for Cauchy data on curves in a negatively curved surface.
Israel Journal of Mathematics
, 244
pp. 971-1000.
10.1007/s11856-021-2201-6.
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Galkowski, J;
Zworski, M;
(2021)
Outgoing Solutions Via Gevrey-2 Properties.
Annals of PDE
, 7
, Article 5. 10.1007/s40818-021-00094-2.
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Galkowski, JE;
Spence, E;
Marchand, P;
Spence, A;
(2021)
Applying GMRES to the Helmholtz equation with strong trapping: how does the number of iterations depend on the frequency?
Advances in Computational Mathematics
, 48
(4)
10.1007/s10444-022-09931-9.
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Galkowski, J;
(2021)
Complete asymptotic expansions of the spectral function for symbolic perturbations of almost periodic Schrödinger operators in dimension one.
Journal of Spectral Theory
(In press).
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Galkowski, J;
Zworski, M;
(2021)
Analytic hypoellipticity of Keldysh operators.
Proceedings of the London Mathematical Society
10.1112/plms.12405.
(In press).
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Goldsmith, EJ;
Esler, JG;
(2021)
Wave propagation in rotating shallow water in the presence of small-scale topography.
Journal of Fluid Mechanics
, 923
, Article A24. 10.1017/jfm.2021.573.
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Gong, Z;
DiazDelaO, FA;
Hristov, P;
Beer, M;
(2021)
History Matching with Subset Simulation.
International Journal for Uncertainty Quantification
, 11
(5)
pp. 19-38.
10.1615/Int.J.UncertaintyQuantification.2021033543.
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Groth, SP;
Gelat, P;
Haqshenas, SR;
Saffari, N;
van 't Wout, E;
Betcke, T;
Wells, GN;
(2021)
Accelerating frequency-domain numerical methods for weakly nonlinear focused ultrasound using nested meshes.
The Journal of the Acoustical Society of America
, 150
(1)
pp. 441-453.
10.1121/10.0005655.
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Gruslys, V;
Letzter, S;
Morrison, N;
(2021)
Lagrangians of hypergraphs II: When colex is best.
Israel Journal of Mathematics
, 242
(2)
pp. 637-662.
10.1007/s11856-021-2132-2.
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Gruslys, V;
Letzter, S;
(2021)
Cycle partitions of regular graphs.
Combinatorics, Probability and Computing
, 30
(4)
pp. 526-541.
10.1017/S0963548320000553.
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Guan, X;
Vanden-Broeck, J-M;
Wang, Z;
(2021)
New solutions for periodic interfacial gravity waves.
Journal of Fluid Mechanics
, 928
, Article R5. 10.1017/jfm.2021.854.
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Guan, X;
Vanden-Broeck, J-M;
Wang, Z;
Dias, F;
(2021)
A local model for the limiting configuration of interfacial solitary waves.
Journal of Fluid Mechanics
, 921
, Article A9. 10.1017/jfm.2021.521.
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Guo, Y;
Hadzic, M;
Jang, J;
(2021)
Larson-Penston Self-similar Gravitational Collapse.
Communications in Mathematical Physics
, 386
pp. 1551-1601.
10.1007/s00220-021-04175-y.
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Gurdasani, D;
Bhatt, S;
Costello, A;
Denaxas, S;
Flaxman, S;
Greenhalgh, T;
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