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16 May 2024: Montier, G Morgante, A Moss, S Mottet, M Münchmeyer, P Natoli, HU Nørgaard-Nielsen, CA Oxborrow, L Pagano, D Paoletti, B Partridge, G Patanchon, TJ Pearson, M Peel, HV Peiris, F

16 May 2024: G Patanchon, TJ Pearson, M Peel, HV Peiris, F Perrotta, V Pettorino, F Piacentini, L Polastri, G Polenta, J-L Puget, JP Rachen, M Reinecke, M Remazeilles, A Renzi, G Rocha,

16 May 2024: PW Mote, TJ Dunkerton, ME McIntyre, EA Ray, PH Haynes, JM Russell. –

16 May 2024: Enterria, M Diefenthaler, M Fucilla, MV Garzelli, M Guzzi, M Hentschinski, TJ Hobbs, J Huston, J Isaacson, SR Klein, F Kling, P Kotko, YV Kovchegov, G Krintiras, AS Kronfeld, K Kutak,

16 May 2024: D Frankel, M Davies, B Bhushan, Y Kulaberoglu, P Urriola-Munoz, J Bertrand-Michel, MR Pergande, AA Smith, S Preet, TJ Park, M Vendruscolo, KS Rankin, SM Cologna, JR Kumita, N

16 May 2024: RW Ogburn, A Orlando, L Pagano, F Pajot, R Paladini, D Paoletti, B Partridge, F Pasian, G Patanchon, TJ Pearson, O Perdereau, L Perotto, V Pettorino, F Piacentini, M Piat, D

16 May 2024: Publications. Stability of high-Reynolds-number flow in a collapsible channel. D Pihler-Puzović, TJ Pedley. – ... 2012). 109,. 268102. (doi:Modelling lateral manoeuvres in fish. K Singh, TJ Pedley. –

24 Jun 2014: On Asymptotic Incoherence and its Implications forCompressed Sensing of Inverse Problems. A. JonesUniversity of Cambridge. B. AdcockPurdue Univesity. A. HansenUniversity of Cambridge. Abstract. Recently, it has been shown that incoherence is an

5 Oct 2013: 2. where T = [1, 1) is the unit torus). Given the Fourier coefficients of f , we would like to reconstruct in theorthonormal basis of Chebyshev polynomials φj (x) = cj Tj (x) ... Given that the first kind Chebyshev polynomials Tj are orthogonal with.

6 Dec 2020: On the infinite-dimensional QR algorithm. Matthew J. Colbrook† and Anders C. Hansen†. †DAMTP, Centre for Mathematical Sciences, University of Cambridge, Wilberforce Rd,Cambridge CB3 0WA, United Kingdom. Abstract. Spectral computations of

8 Nov 2015: On the Solvability Complexity Index, the n-Pseudospectrumand Approximations of Spectra of Operators. ANDERS C. HANSENApplied and Computational Mathematics, California Institute of Technology,. hansen@acm.caltech.edu. Abstract. We show that it is

16 Feb 2021: CAN STABLE AND ACCURATE NEURAL NETWORKS BE COMPUTED? – ON THEBARRIERS OF DEEP LEARNING AND SMALE’S 18TH PROBLEM. VEGARD ANTUN, MATTHEW J. COLBROOK†, AND ANDERS C. HANSEN†. ABSTRACT. Deep learning (DL) has had unprecedented success and is now

21 Feb 2014: On Asymptotic Incoherence and its Implications forCompressed Sensing of Inverse Problems. A. JonesUniversity of Cambridge. B. AdcockPurdue Univesity. A. HansenUniversity of Cambridge. Abstract. Recently, it has been shown that incoherence is an

24 Jun 2014: On Asymptotic Incoherence and its Implications forCompressed Sensing of Inverse Problems. A. JonesUniversity of Cambridge. B. AdcockPurdue Univesity. A. HansenUniversity of Cambridge. Abstract. Recently, it has been shown that incoherence is an

5 Oct 2013: 2. where T = [1, 1) is the unit torus). Given the Fourier coefficients of f , we would like to reconstruct in theorthonormal basis of Chebyshev polynomials φj (x) = cj Tj (x) ... Given that the first kind Chebyshev polynomials Tj are orthogonal with.

29 Jan 2019: On the infinite-dimensional QR algorithm. Matthew J. Colbrook† and Anders C. Hansen†. †DAMTP, Centre for Mathematical Sciences, University of Cambridge, Wilberforce Rd,Cambridge CB3 0WA, United Kingdom. Abstract. Spectral computations of

8 Nov 2015: On the Solvability Complexity Index, the n-Pseudospectrumand Approximations of Spectra of Operators. ANDERS C. HANSENApplied and Computational Mathematics, California Institute of Technology,. hansen@acm.caltech.edu. Abstract. We show that it is

16 May 2024: PW Mote, TJ Dunkerton, ME McIntyre, EA Ray, PH Haynes, JM Russell. –

16 May 2024: BP Marinković, A Markwick, T Marquart, HE Mason, NJ Mason, C Mendoza, AA Mihajlov, TJ Millar, N Moreau, G Mulas, Y Pakhomov, P Palmeri, S Pancheshnyi, VI Perevalov, N Piskunov, J

16 May 2024: UNDERFLIGHT CALIBRATION OF SOHO/CDS AND HINODE/EIS WITH EUNIS-07. TJ Wang, RJ Thomas, JW Brosius, PR Young, DM Rabin, JM Davila, G Del Zanna. –

16 May 2024: PA Loboda, HE Mason, C Mendoza, TJ Millar, LA Nunez, VI Perevalov, LS Rothman, E Roueff, TA Ryabchikova, A Ryabtsev, S Sahal-Brechot, VG Tyuterev, V Wakelam, CJ Zeippen. –

16 May 2024: P Le Sidaner, PA Loboda, HE Mason, NJ Mason, C Mendoza, G Mulas, TJ Millar, LA Nunez, VI Perevalov, N Piskunov, Y Ralchenko, G Rixon, LS Rothman, E Roueff, TA Ryabchikova,

16 May 2024: Marquart, NJ Mason, C Mendoza, TJ Millar, N Moreau, SV Morozov, T Möller, HSP Müller, G Mulas, I Murakami, Y Pakhomov, P Palmeri, J Penguen, VI Perevalov, N Piskunov, J Postler,

16 May 2024: PW Mote, TJ Dunkerton, ME McIntyre, EA Ray, PH Haynes, JM Russell. –

16 May 2024: TJ Pugh, MD Taylor, M Hirst, CJ Eaves, BD Simons, PB Dirks. –

16 May 2024: TJ Pedley, DR Brumley, RE Goldstein. – J Fluid Mech. (2016).

16 May 2024: DR Brumley, M Polin, TJ Pedley, RE Goldstein. – Journal of the Royal Society, Interface.

16 May 2024: AA Hamed, DJ Kunz, I El-Hamamy, QM Trinh, OD Subedar, LM Richards, W Foltz, G Bullivant, M Ware, MC Vladoiu, J Zhang, AM Raj, TJ Pugh, MD Taylor, SA Teichmann,

16 May 2024: DR Brumley, M Polin, TJ Pedley, RE Goldstein. – Physical Review Letters.

16 May 2024: K Drescher, KC Leptos, I Tuval, T Ishikawa, TJ Pedley, RE Goldstein. –

16 May 2024: eLife. (2020). 9,. e58635. (doi: 10.7554/elife.58635). Stability of dancingVolvox. T Ishikawa, TJ Pedley, K Drescher, RE Goldstein. –

16 May 2024: Ma, AJ Mungall, R Moore, MA Marra, MD Taylor, TJ Pugh, PB Dirks, D Strother, L Lafay-Cousin, AC Resnick, S Scherer, DL Senger, BD Simons, JA Chan, AS Morrissy, M

16 May 2024: AI Malz, R Hlozek, TJ Allam, A Bahmanyar, R Biswas, M Dai, L Galbany, EEO Ishida, SW Jha, DO Jones, R Kessler, M Lochner, AA Mahabal, KS Mandel, JR Martinez-Galarza,

1 May 2020: Inverse ProblemsLecture notes, Michaelmas term 2019. University of Cambridge. Hanne Kekkonen and Yury Korolev. May 1, 2020. This work is licensed under a Creative Commons“Attribution-ShareAlike 3.0 Unported” license. 2. Contents. 1 Introduction

6 Nov 2019: uj = Φ1(tj) = erf. 1(. tj. α. 2. ),. where tjs are drawn randomly from the uniform distribution U([0, 1]). ... Let us discretise theinterval [0, 1] by points tj = j/N and write uj = f(tj).

16 May 2024: J-L Yan, C Li, NR Boonzaier, DM Fountain, TJ Larkin, T Matys, A van der Hoorn, SJ Price. –

16 May 2024: P Glendinning, JR Gog, WS Hart, H Heesterbeek, T House, M Keeling, IZ Kiss, ME Kretzschmar, AL Lloyd, ES McBryde, JM McCaw, TJ McKinley, JC Miller, M Morris, PD O'Neill,

16 May 2024: JR Gog, A Murcia, N Osterman, O Restif, TJ McKinley, M Sheppard, S Achouri, B Wei, P Mastroeni, JLN Wood, DJ Maskell, P Cicuta, CE Bryant. –

16 May 2024: TJ McKinley, PR Murcia, JR Gog, M Varela, JLN Wood. – PLoS Comput.

16 May 2024: TJ Howat, C Barreca, P O'Hare, JR Gog, BT Grenfell. – Journal of the Royal Society, Interface.

16 May 2024: Montier, G Morgante, A Moss, S Mottet, M Münchmeyer, P Natoli, HU Nørgaard-Nielsen, CA Oxborrow, L Pagano, D Paoletti, B Partridge, G Patanchon, TJ Pearson, M Peel, HV Peiris, F

16 May 2024: G Patanchon, TJ Pearson, M Peel, HV Peiris, F Perrotta, V Pettorino, F Piacentini, L Polastri, G Polenta, J-L Puget, JP Rachen, M Reinecke, M Remazeilles, A Renzi, G Rocha,

16 May 2024: RW Ogburn, A Orlando, L Pagano, F Pajot, R Paladini, D Paoletti, B Partridge, F Pasian, G Patanchon, TJ Pearson, O Perdereau, L Perotto, V Pettorino, F Piacentini, M Piat, D

16 May 2024: K Mason, A Masserot, TJ Massinger, F Matichard, L Matone, N Mavalvala, G May, N Mazumder, G Mazzolo, R McCarthy, DE McClelland, SC McGuire, G McIntyre, J McIver, K McLin, D

16 May 2024: Passvogel, G Patanchon, D Pearson, TJ Pearson, O Perdereau, L Perotto, F Perrotta, F Piacentini, M Piat, E Pierpaoli, S Plaszczynski, P Platania, E Pointecouteau, G Polenta, N Ponthieu, L Popa, ... B Partridge, F Pasian, G Patanchon, V Pavlidou, TJ

16 May 2024: G Patanchon, T Peacocke, TJ Pearson, O Perdereau, L Perotto, F Piacentini, M Piat, S Plaszczynski, E Pointecouteau, R Pons, N Ponthieu, G Prezeau, S Prunet, JL Puget, WT Reach, C ... B Partridge, F Pasian, G Patanchon, TJ Pearson, M Peel, O Perdereau, L

16 May 2024: B Partridge, F Pasian, G Patanchon, TJ Pearson, O Perdereau, L Perotto, F Perrotta, F Piacentini, M Piat, R Piffaretti, S Plaszczynski, P Platania, E Pointecouteau, G Polenta, N Ponthieu, T ... Moneti, L Montier, D Mortlock, A Murphy, F Nati, CB

16 May 2024: Montier, G Morgante, A Moss, S Mottet, M Münchmeyer, P Natoli, HU Nørgaard-Nielsen, CA Oxborrow, L Pagano, D Paoletti, B Partridge, G Patanchon, TJ Pearson, M Peel, HV Peiris, F

16 May 2024: RW Ogburn, A Orlando, L Pagano, F Pajot, R Paladini, D Paoletti, B Partridge, F Pasian, G Patanchon, TJ Pearson, O Perdereau, L Perotto, V Pettorino, F Piacentini, M Piat, D

6 Feb 2019: Conf [J ] = KJ Lor (J ) D TJ. Lor (J ) is the 5D U-duality group that leaves the cubic norminvariant.