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   -<fs large> G. Giacomin and H. Lacoin \\  **The disordered lattice free field pinning model approaching criticality** \\  [[https://​arxiv.org/​abs/​1912.10538|arXiv:​1912.10538]] </​fs>​\\ ---   -<fs large> G. Giacomin and H. Lacoin \\  **The disordered lattice free field pinning model approaching criticality** \\  [[https://​arxiv.org/​abs/​1912.10538|arXiv:​1912.10538]] </​fs>​\\ ---
   -<fs large> Q. Berger, G. Giacomin and M. Khatib \\  **Disorder and denaturation transition in the generalized Poland-Scheraga model** \\ Ann. Inst. H. Lebesgue (to appear) \\ [[https://​arxiv.org/​abs/​1807.11397|arXiv:​1807.11397]] </​fs>​\\ ---   -<fs large> Q. Berger, G. Giacomin and M. Khatib \\  **Disorder and denaturation transition in the generalized Poland-Scheraga model** \\ Ann. Inst. H. Lebesgue (to appear) \\ [[https://​arxiv.org/​abs/​1807.11397|arXiv:​1807.11397]] </​fs>​\\ ---
-  -<fs large>F. Coppini, H. Dietert and G. Giacomin\\ **A Law of Large Numbers and Large Deviations for interacting diffusions on Erdös-Rényi graphs**\\ Stochastics and Dynamics (to appear) \\ [[https://​arxiv.org/​abs/​1807.10921|arXiv:​1807.10921]]</​fs>​\\ ---+  -<fs large>F. Coppini, H. Dietert and G. Giacomin\\ **A Law of Large Numbers and Large Deviations for interacting diffusions on Erdös-Rényi graphs**\\ Stochastics and Dynamics ​20 (2020), 2050010 (19 pages) \\ [[https://​dx.doi.org/​10.1142/​S0219493720500100|World Scientific]][[https://​arxiv.org/​abs/​1807.10921|arXiv:​1807.10921]]</​fs>​\\ ---
   -<fs large> F. Comets, G. Giacomin and R. L. Greenblatt\\ **Continuum limit of random matrix products in statistical mechanics of disordered systems**\\ Commun. Math. Phys. 369 (2019), 171-219. \\ [[https://​link.springer.com/​article/​10.1007/​s00220-019-03466-9?​wt_mc=Internal.Event.1.SEM.ArticleAuthorAssignedToIssue&​utm_source=ArticleAuthorAssignedToIssue&​utm_medium=email&​utm_content=AA_en_06082018&​ArticleAuthorAssignedToIssue_20190608|Springer Link]] [[https://​arxiv.org/​abs/​1712.09373|arXiv:​1712.09373]]</​fs>​\\ ---   -<fs large> F. Comets, G. Giacomin and R. L. Greenblatt\\ **Continuum limit of random matrix products in statistical mechanics of disordered systems**\\ Commun. Math. Phys. 369 (2019), 171-219. \\ [[https://​link.springer.com/​article/​10.1007/​s00220-019-03466-9?​wt_mc=Internal.Event.1.SEM.ArticleAuthorAssignedToIssue&​utm_source=ArticleAuthorAssignedToIssue&​utm_medium=email&​utm_content=AA_en_06082018&​ArticleAuthorAssignedToIssue_20190608|Springer Link]] [[https://​arxiv.org/​abs/​1712.09373|arXiv:​1712.09373]]</​fs>​\\ ---
   - <fs large> Q. Berger, G. Giacomin and H. Lacoin\\ **Disorder and critical phenomena: the α=0 copolymer model**\\ ​ Probab. Theory Related Fields 174 (2019), 787–819 \\ [[https://​link.springer.com/​article/​10.1007%2Fs00440-018-0870-9|Springer Link]] [[http://​em.rdcu.be/​wf/​click?​upn=lMZy1lernSJ7apc5DgYM8e41a41vkQHgFPy72WVxiPA-3D_XFtcxKqpjLduppASEXnk5K2kvtPi7-2Fi97XoxYn-2BdAKXpJSE-2FJTNsLJttWfRfvKhQ7mj-2B85NZQP783uJ1y3Anq-2B2SoupuY5Wm4q7S-2BulMeKOlxBLnYSZ9R5WzW6akhVeO-2BncbvLfofBM1jq-2BIYoP5nZARnUIueCD4srm3JoncP4gzSiPM0P1FlfLrgF5MKH1dvmBcQQ1FVZ1QarBEGEr788KMH-2FWtwXACGedJrjgkbixWtbeao04aKGDD1FQSzFYaQk4x6gtyIHzkbEYjVYbB185i4cTGhxWPG-2BkmIxBYiYw-3D|Springer Nature SharedIt]] [[https://​arxiv.org/​abs/​1712.02261|arXiv:​1712.02261]]</​fs>​\\ ---   - <fs large> Q. Berger, G. Giacomin and H. Lacoin\\ **Disorder and critical phenomena: the α=0 copolymer model**\\ ​ Probab. Theory Related Fields 174 (2019), 787–819 \\ [[https://​link.springer.com/​article/​10.1007%2Fs00440-018-0870-9|Springer Link]] [[http://​em.rdcu.be/​wf/​click?​upn=lMZy1lernSJ7apc5DgYM8e41a41vkQHgFPy72WVxiPA-3D_XFtcxKqpjLduppASEXnk5K2kvtPi7-2Fi97XoxYn-2BdAKXpJSE-2FJTNsLJttWfRfvKhQ7mj-2B85NZQP783uJ1y3Anq-2B2SoupuY5Wm4q7S-2BulMeKOlxBLnYSZ9R5WzW6akhVeO-2BncbvLfofBM1jq-2BIYoP5nZARnUIueCD4srm3JoncP4gzSiPM0P1FlfLrgF5MKH1dvmBcQQ1FVZ1QarBEGEr788KMH-2FWtwXACGedJrjgkbixWtbeao04aKGDD1FQSzFYaQk4x6gtyIHzkbEYjVYbB185i4cTGhxWPG-2BkmIxBYiYw-3D|Springer Nature SharedIt]] [[https://​arxiv.org/​abs/​1712.02261|arXiv:​1712.02261]]</​fs>​\\ ---