Oliver Knill
  1. O. Knill, Cauchy Binet for pseudo-determinants, Linear Algebra and its Applications 459 (2014) 522-547, Journal link, Project miniblog, ArXiv.
  2. O. Knill and E. Slavkovsky, "Visualizing Mathematics using 3D printers", O. Knill and E. Slavkovsky, in "Low-Cost 3D Printing for science, education and Sustainable Development", Editors: E. Canessa, C. Fonda and M. Zennaro, ICTP, ISBN-92-95003-48-9, 2013, Project page, Open book.
  3. O. Knill, A Brouwer fixed point theorem for graph endomorphism, "Fixed Point Theory and Applications",85, (1) 2013 Project page.
  4. O. Knill, A discrete Gauss-Bonnet type theorem, "Elemente der Mathematik", 67, 2012, p. 1-17 Project page.
  5. O. Knill and F. Tangerman , Selfsimilarity and growth in Birkhoff sums for the golden rotation, "Nonlinearity" 24 (2011) p. 3115-3127, Project page.
  6. O. Knill and J. Lesieutre, Analytic continuation of Dirichlet series with almost periodic coefficients, "Complex Analysis and Operator Theory", Volume 6(1),2012, p.237-255. Springer:DOI: 10.1007/s11785-010-0064-7,Project page
  7. O. Knill Probability Theory and Stochastic Processes with Applications, Overseas Press, 2009, ISBN 81-89938-40-1, Project page.
  8. O. Knill Hunting for Perfect Euler Bricks, Harvard College Math. Review, 2008, Vol.2, No.2, p. 102
  9. O. Knill Bibliographical entries of Jost Buergi, Max Wolf, Arthur Schuster and Fritz Zwicky, BEA, Springer, 2007, Editor-in-Chief: Thomas Hockey. Book page.
  10. J. Moser (Notes by Oliver Knill) Selected chapters in the calculus of variations, Series: Lectures in Mathematics ETH Zürich, 2003, 140 pages.
  11. O. Knill Random Schrödinger operators arising from lattice gauge fields I: existence and examples, J. of Math. Phys., 40 (11), p. 5495-5510, 1999
  12. O. Knill Weakly mixing invariant tori of Hamiltonian systems, Commun. Math. Phys, 204, 85-88, 1999
  13. A. Hof, O. Knill Zero dimensional continuous spectrum for smooth differential equations on the torus, Ergod. Th. and Dyn. Systems, 18, 879-888, 1998
  14. O. Knill A remark on quantum dynamics, Helvetica Physica Acta, 71, 233-241, 1998
  15. O. Knill On nonconvex caustics of convex billiards, Elemente der Mathematik, 53(3), p. 89-106, 1998
  16. O. Knill Singular continuous spectrum and quantitative rates of weakly mixing, Discrete and Continuous dynamical systems, 4, 1998, p. 33-42
  17. O. Knill On the dynamics of a general unitary operator, Reports on Mathematical Physics, 40: 91-95, 1997
  18. O. Knill, E. Reed Complexity growth in almost periodic fluids in the case of lattice gas cellular automata and Vlasov systems. Complex Systems , 10, 219-227, 1996
  19. O. Knill Nonlinear dynamics from the Wilson Lagrangian, J Physics A, 29, L595-600, 1996
  20. O. Knill Maximizing the packing density on a class of almost periodic sphere packings , Expositiones Mathematicae, 14 (1996), p. 227-246, 1996
  21. O. Knill Topological entropy of Standard type monotone twist maps, Trans. Amer. Math. Soc., 348, 2999-3013, 1996
  22. M.Jeng, O. Knill Billiards in the l p unit balls of the plane, Chaos, Fractals and Solitons, Vol. 7, p. 543-554, 1996
  23. E.Gutkin, O. Knill Billiards that share a triangular caustic in 'New trends in Hamiltonian systems and Celestial Mechanics', "Second International symposium on Hamiltonian Systems and Celestial Mechanics", Advanced Series in Nonlinear Dynamics, Vol. 8 World Scientific, Singapore, 1996.
  24. A.Hof, O. Knill, B.Simon. Singular Continuous Spectrum for Palindromic Schrodinger Operators, Comm. Math. Phys., 174, 149-159, 1995.
  25. A.Jakobsen, O. Knill Iteration of the coupled map lattice construction, Physics Letters A, 205:179-183, 1995
  26. A.Hof, O. Knill Cellular automata with almost periodic initial conditions, Nonlinearity 8: 477-491, 1995
  27. O. Knill Renormalisation of random Jacobi Operators, Commun. Math. Phys., 164: 195-215, 1995
  28. O. Knill Diagonalization of Abel's Integral operator, SIAM Journal on Applied Mathematics, 54:1250-1253, 1994
  29. O. Knill Isospectral deformations of discrete Laplacians, In "On three Levels, Micro-,Meso and Macro- Approaches in Physics", Edited by M. Fannes, C. Maes and A. Verbeure, NATO ASI Series, Series B, Physics Vol. 324,Plenum Press, New York, 1994
  30. O. Knill Spectral, ergodic and cohomological problems in dynamical systems, PhD theses under supervision of Prof. O.E. Lanford III, Diss. ETH Nr. 10189, 1993
  31. O. Knill, R.Dgani, M.Vogel. Wind Tomography in Binary systems, Annals of the Israel Physical Society, 10:134-137, 1993
  32. O. Knill, R.Dgani, M.Vogel. A new approach to Abel's integral operator and its application to stellar winds , Astron. and Astrophys. 274:1002:1008, 1993
  33. O. Knill Factorisation of Random Jacobi Operators and Bäcklund transformations, Commun. Math. Phys., 151:589-605, 1993
  34. O. Knill Isospectral Deformations of Random Jacobi Operators, Commun. Math. Phys., 151:403-426, 1993
  35. O. Knill Positive Lyapunov exponents for a dense set of bounded measurable SL(2,R)- cocycles, Ergod. Th. Dynam. Sys. 12, 319-331, (1992)
  36. O. Knill Lyapunov exponents of Sl(2,R) cocycles: Discontinuity and the problem of positivity, Lecture Notes in Math. No. 1486, Springer 1991
  37. O. Knill, R.Mäder, R.Sanders, J.Simon. The rotation group of Rubik's cube, Sigsam Bulletin , 21(3) , 1987
  38. O. Knill, Additive Number Theory, 'Schweizer Jugend Forscht' , "SJF Jahrbuch, 1983, Ed. B.Röthlin, Schweizer Jugend Forscht Verlag, Winterthur, 1983. Scan

Oliver Knill, Department of Mathematics, Harvard University, One Oxford Street, Cambridge, MA 02138, USA. SciCenter 432 Tel: (617) 495 5549, Email: knill@math.harvard.edu Twitter, Youtube, Vimeo, Linkedin Scholar Harvard Google plus Ello Webcam, Spring 2017 office hours: Mon-Fri 4-5 PM and by appointment.