Celebratio Mathematica

Lou van den Dries

Interview with Lou van den Dries

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L. P. D. van den Dries: Mod­el the­ory of fields: De­cid­ab­il­ity and bounds for poly­no­mi­al ideals. Ph.D. thesis, Rijk­suni­versiteit Utrecht, 1978. phdthesis

L. van den Dries and K. Schmidt: “Bounds in the the­ory of poly­no­mi­al rings over fields: A non­stand­ard ap­proach,” In­vent. Math. 76 : 1 (February 1984), pp. 77–​91. MR 739626 Zbl 0539.​13011 article

L. van den Dries: “Re­marks on Tarski’s prob­lem con­cern­ing \( (\mathbb{R},+,\cdot\,,\operatorname{exp}) \),” pp. 97–​121 in Lo­gic col­loqui­um ’82 (Florence, 23–28 Au­gust 1982). Edi­ted by G. Lolli, G. Longo, and A. Mar­cja. Stud­ies in Lo­gic and the Found­a­tions of Math­em­at­ics 112. North-Hol­land (Am­s­ter­dam), 1984. MR 762106 Zbl 0585.​03006 incollection

J. Denef and L. van den Dries: “\( p \)-ad­ic and real sub­ana­lyt­ic sets,” Ann. Math. (2) 128 : 1 (July 1988), pp. 79–​138. MR 951508 Zbl 0693.​14012 article

L. van den Dries, A. Macintyre, and D. Mark­er: “The ele­ment­ary the­ory of re­stric­ted ana­lyt­ic fields with ex­po­nen­ti­ation,” Ann. Math. (2) 140 : 1 (July 1994), pp. 183–​205. MR 1289495 Zbl 0837.​12006 article

L. van den Dries, A. Macintyre, and D. Mark­er: “Log­ar­ithmic-ex­po­nen­tial power series,” J. Lon­don Math. Soc. (2) 56 : 3 (1997), pp. 417–​434. MR 1610431 Zbl 0924.​12007 article

M. Aschen­bren­ner, L. van den Dries, and J. van der Ho­even: Asymp­tot­ic dif­fer­en­tial al­gebra and mod­el the­ory of trans­ser­ies. An­nals of Math­em­at­ics Stud­ies 195. Prin­ceton Uni­versity Press, 2017. MR 3585498 Zbl 06684722 book