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Welcome Address Welcome Address Second French-Russian Conference . Random geometry and Physics . Institut Henri Poincar e, October 17-21 2016 . . Vincent Rivasseau Laboratoire de Physique Th eorique, Orsay, France IHP, October 2016

Welcome Address Welcome Address Second French-Russian Conference . Random geometry and Physics . Institut Henri Poincar´ e, October 17-21 2016 . . Vincent Rivasseau Laboratoire de Physique Th´ eorique, Orsay, France IHP, October 2016
Welcome Address Random Geometry and Physics We have a brand to develop. IHP, October 2016
Welcome Address Random Geometry and Physics We have a brand to develop. IHP, October 2016
Welcome Address The first RGP Conference French-Russian workshop Random Geometry and Physics 8 – 12 September, 2014 Steklov Mathematical Institute, Moscow http://www.mathnet.ru/conf525 Scientific advisory committee Fernique T., Arefeva I.Ya., Gurau R., Belavin A.A., Jacobsen J. L., Chehov L.O., Kazakov V., Galtsov D.V., Korchemsky G. P., Katanaev M.O., Maillet J. M., Kirillov A.I., Nechaev S., Lando S.K., Pasquier V., Marshakov A.V., Pestun V., Mironov A.D., Rivasseau V., Morozov A.Yu., Santachiara R., Sergeev A.G., Shloshman S., Sheinman O.K., Smirnov S., Sinai Ya.G., Vanhove P., Tsfasman M.A., Zagrebnov V. A. Volovich I.V. Local organizing committee Rivasseau V., Fernique T., Pasquier V., Katanaev M.O., Ilin N.B., Palvelev R.V. took place in 2014 at Steklov Mathematical Institute, Moscow. IHP, October 2016
Welcome Address The first RGP Conference French-Russian workshop Random Geometry and Physics 8 – 12 September, 2014 Steklov Mathematical Institute, Moscow http://www.mathnet.ru/conf525 Scientific advisory committee Fernique T., Arefeva I.Ya., Gurau R., Belavin A.A., Jacobsen J. L., Chehov L.O., Kazakov V., Galtsov D.V., Korchemsky G. P., Katanaev M.O., Maillet J. M., Kirillov A.I., Nechaev S., Lando S.K., Pasquier V., Marshakov A.V., Pestun V., Mironov A.D., Rivasseau V., Morozov A.Yu., Santachiara R., Sergeev A.G., Shloshman S., Sheinman O.K., Smirnov S., Sinai Ya.G., Vanhove P., Tsfasman M.A., Zagrebnov V. A. Volovich I.V. Local organizing committee Rivasseau V., Fernique T., Pasquier V., Katanaev M.O., Ilin N.B., Palvelev R.V. took place in 2014 at Steklov Mathematical Institute, Moscow. IHP, October 2016
Welcome Address 50th Anniversary ! !"#$%&'('")**+#''''' ! ! ,-'./012'34' ! ! 5336/107839'89' ! *58/95/'09:' ! ! ;/5<93=3>.' ! ! ! "#$%#&'! We scientists should remain united in demanding continued scientific cooperation independently of the political up and downs. IHP, October 2016
Welcome Address 50th Anniversary ! !"#$%&'('")**+#''''' ! ! ,-'./012'34' ! ! 5336/107839'89' ! *58/95/'09:' ! ! ;/5<93=3>.' ! ! ! "#$%#&'! We scientists should remain united in demanding continued scientific cooperation independently of the political up and downs. IHP, October 2016
Welcome Address 50th Anniversary ! !"#$%&'('")**+#''''' ! ! ,-'./012'34' ! ! 5336/107839'89' ! *58/95/'09:' ! ! ;/5<93=3>.' ! ! ! "#$%#&'! We scientists should remain united in demanding continued scientific cooperation independently of the political up and downs. IHP, October 2016
Welcome Address Random Paths, Random Surfaces and Physics Random paths Random surfaces IHP, October 2016
Welcome Address Random Paths, Random Surfaces and Physics Random paths Random surfaces IHP, October 2016
Welcome Address Random Paths, Random Surfaces and Physics Random paths Random surfaces IHP, October 2016
Welcome Address Random Surfaces and Physics Interface particularly developed in France and Russia. Russia not distinguishing too much mathematics from physics... France producing mathematicians like apples... Conformal theory, integrable systems, matrix models and Liouville theory strongly developed in both countries There is BPZ (in which B stands for Belavin, KPZ, and BIPZ; we have Fran¸ cois David and Vladimir Kazakov... Strong probability schools. In France ”brownian sphere” developed by Le Gall, Schaeffer, Curien, Miermont...; important input: Gromov-Hausdorff geometry. Equivalence t heorems between the discrete and continuum in 2d quantum gravity, (Duplantier, Miller-Sheffield, Vargas...), better understanding of related university classes (Borot) IHP, October 2016
Welcome Address Random Surfaces and Physics Interface particularly developed in France and Russia. Russia not distinguishing too much mathematics from physics... France producing mathematicians like apples... Conformal theory, integrable systems, matrix models and Liouville theory strongly developed in both countries There is BPZ (in which B stands for Belavin, KPZ, and BIPZ; we have Fran¸ cois David and Vladimir Kazakov... Strong probability schools. In France ”brownian sphere” developed by Le Gall, Schaeffer, Curien, Miermont...; important input: Gromov-Hausdorff geometry. Equivalence t heorems between the discrete and continuum in 2d quantum gravity, (Duplantier, Miller-Sheffield, Vargas...), better understanding of related university classes (Borot) IHP, October 2016
Welcome Address Random Surfaces and Physics Interface particularly developed in France and Russia. Russia not distinguishing too much mathematics from physics... France producing mathematicians like apples... Conformal theory, integrable systems, matrix models and Liouville theory strongly developed in both countries There is BPZ (in which B stands for Belavin, KPZ, and BIPZ; we have Fran¸ cois David and Vladimir Kazakov... Strong probability schools. In France ”brownian sphere” developed by Le Gall, Schaeffer, Curien, Miermont...; important input: Gromov-Hausdorff geometry. Equivalence t heorems between the discrete and continuum in 2d quantum gravity, (Duplantier, Miller-Sheffield, Vargas...), better understanding of related university classes (Borot) IHP, October 2016
Welcome Address Random Surfaces and Physics Interface particularly developed in France and Russia. Russia not distinguishing too much mathematics from physics... France producing mathematicians like apples... Conformal theory, integrable systems, matrix models and Liouville theory strongly developed in both countries There is BPZ (in which B stands for Belavin, KPZ, and BIPZ; we have Fran¸ cois David and Vladimir Kazakov... Strong probability schools. In France ”brownian sphere” developed by Le Gall, Schaeffer, Curien, Miermont...; important input: Gromov-Hausdorff geometry. Equivalence t heorems between the discrete and continuum in 2d quantum gravity, (Duplantier, Miller-Sheffield, Vargas...), better understanding of related university classes (Borot) IHP, October 2016
Welcome Address Random Surfaces and Physics Interface particularly developed in France and Russia. Russia not distinguishing too much mathematics from physics... France producing mathematicians like apples... Conformal theory, integrable systems, matrix models and Liouville theory strongly developed in both countries There is BPZ (in which B stands for Belavin, KPZ, and BIPZ; we have Fran¸ cois David and Vladimir Kazakov... Strong probability schools. In France ”brownian sphere” developed by Le Gall, Schaeffer, Curien, Miermont...; important input: Gromov-Hausdorff geometry. Equivalence t heorems between the discrete and continuum in 2d quantum gravity, (Duplantier, Miller-Sheffield, Vargas...), better understanding of related university classes (Borot) IHP, October 2016
Welcome Address Random Surfaces and Physics Interface particularly developed in France and Russia. Russia not distinguishing too much mathematics from physics... France producing mathematicians like apples... Conformal theory, integrable systems, matrix models and Liouville theory strongly developed in both countries There is BPZ (in which B stands for Belavin, KPZ, and BIPZ; we have Fran¸ cois David and Vladimir Kazakov... Strong probability schools. In France ”brownian sphere” developed by Le Gall, Schaeffer, Curien, Miermont...; important input: Gromov-Hausdorff geometry. Equivalence t heorems between the discrete and continuum in 2d quantum gravity, (Duplantier, Miller-Sheffield, Vargas...), better understanding of related university classes (Borot) IHP, October 2016
Welcome Address Random Surfaces and Physics Interface particularly developed in France and Russia. Russia not distinguishing too much mathematics from physics... France producing mathematicians like apples... Conformal theory, integrable systems, matrix models and Liouville theory strongly developed in both countries There is BPZ (in which B stands for Belavin, KPZ, and BIPZ; we have Fran¸ cois David and Vladimir Kazakov... Strong probability schools. In France ”brownian sphere” developed by Le Gall, Schaeffer, Curien, Miermont...; important input: Gromov-Hausdorff geometry. Equivalence t heorems between the discrete and continuum in 2d quantum gravity, (Duplantier, Miller-Sheffield, Vargas...), better understanding of related university classes (Borot) IHP, October 2016

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