Caucasian Mathematics Conference (CMC-III)
Announcements
♦ At the end of the Van conference, on August 24, 2017, the Steering Committee of CMC-II has taken the decision to have CMC-III in the last half of August 2019, in Rostov-on-Don, Russia.
The third Caucasian Mathematics Conference (CMC-III) will be organized in Rostov-on-Don, Russia on August 26-29, 2019, under the auspices of the European Mathematical Society (EMS) on the base of Southern Federal University and with cooperation of Armenian, Azerbaijan, Georgian, Iranian, Moscow and Turkish Mathematical Societies.
The conference local organizers website for information and registration is: http://rus-cmc.sfedu.ru/
To register please CLICK HERE
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CMC I - Tbilis - Georgia - 2014 Click Here for CMC I Final Report |
CMC II - Van - Turkey - 2017 Click Here for CMC II Final Report |
CMC III - Rostov-on-Don - Russia - 2019 Click Here for CMC III Final Report |
The scope of the Caucasian Mathematical Conferences (CMC) The scope of the Caucasian Mathematical Conferences (CMC) is to bring together mathematicians from Caucasian and neighbouring countries bi-annually in one of these countries. The CMC is partially supported by the EMS and is welcoming mathematicians from all over the world. CMC-I took place in Tbilisi-Georgia on September 5-6, 2014 and CMC-II took place in Van- Turkey on August 22-24, 2o17. Click here to reach CMC-I website, here to reach the CMC-II website. Click here to reach the final report of CMC-I and here to reach the final report of CMC-II.
The scope of the Caucasian Mathematical Conferences (CMC) The scope of the Caucasian Mathematical Conferences (CMC) is to bring together mathematicians from Caucasian and neighbouring countries bi-annually in one of these countries. The CMC is partially supported by the EMS and is welcoming mathematicians from all over the world. CMC-I took place in Tbilisi-Georgia on September 5-6, 2014 and CMC-II took place in Van- Turkey on August 22-24, 2o17. Click here to reach CMC-I website, here to reach the CMC-II website. Click here to reach the final report of CMC-I and here to reach the final report of CMC-II.