# Publications

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Integration of Singular Subalgebroids by diffeological groupoids. [Internet]. Forthcoming. Publisher's VersionAbstract

. On a remark by Alan Weinstein. In: Recent Advances in Diffeologies and Their Applications. Vol. 794. Contemporary Mathematics; 2024. Publisher's VersionAbstract on_a_question_of_a._weinstein_iakovos_androulidakis_revised_version.pdf

. The convolution algebra of Schwarz kernels on a singular foliation. J. OPERATOR THEORY [Internet]. 2021;85(2):475-503. Publisher's VersionAbstract convolution-final-final.pdf

. Laplacians for generalised smooth distributions as C*-algebra multipliers. In: Manuilov, V.M., Mishchenko, A.S., Nazaikinskii, V.E., Schulze, BW., Zhang, W. (eds) Differential Equations on Manifolds and Mathematical Physics. . Trends in Mathematics. Birkhäuser, Cham.; 2021. pp. 11-30. Publisher's VersionAbstract multi2-final.pdf

. Riemannian metrics and Laplacians for smooth generalised distributions. Journal of Topology and Analysis [Internet]. 2021;13(2):395-442. Publisher's VersionAbstract distrlaplfinal.pdf

. A Baum-Connes conjecture for singular foliations. Annals of K-theory [Internet]. 2019;4(4):561-620. Publisher's VersionAbstract as_bc_final8.pdf

. Integrable lifts for transitive Lie algebroids. Internat. J. Math. [Internet]. 2018;29(9):26 pp. Publisher's VersionAbstract paper_30may2018.pdf

. Almost regular Poisson manifolds and their holonomy groupoids. Selecta Math. (N.S.) [Internet]. 2017;23(3):2291–2330. Publisher's VersionAbstract az_almreg.pdf

. Stefan-Sussmann singular foliations, singular subalgebroids and their associated sheaves. Int. J. Geom. Methods Phys. [Internet]. 2016;13:17 pp. Publisher's VersionAbstract az_sheaves_28mar2016.pdf

. Holonomy transformations for singular foliations. Adv. Math. [Internet]. 2014;256:348–397. Publisher's VersionAbstract az_holo07june2012.pdf

. Laplacians and spectrum for singular foliations. Chin. Ann. Math. Ser. B [Internet]. 2014;35(5):679-690. Publisher's VersionAbstract a_singlapspec_21apr2014.pdf

. Smoothness of holonomy covers for singular foliations and essential isotropy. Math. Z. [Internet]. 2013;275(3-4):921–951. Publisher's VersionAbstract az_smooth_08dec2011.pdf

. The analytic index of elliptic pseudo differential operators on a singular foliation. J. K-theory [Internet]. 2011;8(3):363–385. Publisher's VersionAbstract as_analyticindex-final.pdf

. Extensions of the disk algebra and Mergelyan's theorem. C. R. Acad. Sci. Paris [Internet]. 2011;349(13-14):745–748. Publisher's VersionAbstract an_mergelthm.pdf

. Pseudodifferential calculus on a singular foliation. J. Noncommut. Geom. [Internet]. 2011;5(1):125–152. Publisher's VersionAbstract as_pseudodiff-final.pdf

. The holonomy groupoid of a singular foliation. J. Reine Angew. Math. [Internet]. 2009;626:1-37. Publisher's VersionAbstract as_holgpd-final.pdf

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On the connection theory of extensions of transitive Lie algebroids. Diff. Geom. Appl. [Internet]. 2006;24(2):150-171. Publisher's VersionAbstract a-isomconns-final.pdf

. Geometric quantization and the integrability of Lie algebroids. Bull. Greek Math. Soc. 2006;51:15-21.Abstract a_singsurvey_04sept2014.pdf

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Classification of extensions of principal bundles and transitive Lie groupoids with prescribed kernel and cokernel. J. Math. Phys. [Internet]. 2004;(10):3995–4012. Publisher's VersionAbstract a_gpdextnclass.pdf

. Connections on Lie algebroids and the Weil-Kostant theorem. Bull. Greek Math. Soc. 2000;44:51-57. a_gpdconn.pdf

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