Celebratio Mathematica

R. F. Wil­li­ams: “The struc­ture of Lorenz at­tract­ors,” pp. 94–​112 in Tur­bu­lence sem­in­ar (Berke­ley, CA, 1976–1977). Edi­ted by P. Bern­ard and T. Ra­tiu. Lec­ture Notes in Math­em­at­ics 615. Spring­er (Ber­lin), 1977. Lec­ture VII. With ap­pendix “Com­puter pic­tures of the Lorenz at­tract­or.”. This ap­pears to have been ad­ap­ted for an art­icle pub­lished in Inst. Hautes Études Sci. Publ. Math. 50 (1979). MR 461581 Zbl 0363.​58005 incollection

J. S. Birman and R. F. Wil­li­ams: “Knot­ted peri­od­ic or­bits in dy­nam­ic­al sys­tems, I: Lorenz’s equa­tions,” To­po­logy 22 : 1 (1983), pp. 47–​82. Part II was pub­lished in Low-di­men­sion­al to­po­logy (1983). MR 682059 Zbl 0507.​58038 article

J. S. Birman and R. F. Wil­li­ams: “Knot­ted peri­od­ic or­bits in dy­nam­ic­al sys­tem, II: Knot hold­ers for fibered knots,” pp. 1–​60 in Low-di­men­sion­al to­po­logy. Edi­ted by S. J. Lomonaco\( Jr. \). Con­tem­por­ary Math­em­at­ics 20. Amer­ic­an Math­em­at­ic­al So­ci­ety (Provid­ence, RI), 1983. Part I was pub­lished in To­po­logy 22:1 (1983). MR 718132 Zbl 0526.​58043 incollection

M. Barge and R. Wil­li­ams: Asymp­tot­ic struc­tures in Pen­rose, Tübin­gen and oc­ta­gon tilings, 2012. Con­fer­ence pa­per. misc