Post-Doctoral

The Congress is a major focal point for scientists, researchers and academicians interested in various aspects of science discoveries and technologies. New generation technologies with sound scientific basis are the key factors for the overall growth of the country. Progress in field of agricultural, medical, physical and chemical sciences have significantly contributed to the development of modern technologies.

The lecture will be on some of the classical results and more recently developments, with a view to the future in the field of ergodic theory of Lyapunov exponents.

The talk will be on flood, drought, heat waves, and smog and why we must begin to think ecologically about our urban future in Indian cities.

The talk will be on the nature and geometry of the first non-vertical regimes of fall/rise as a function of the disks’ aspect ratio and relative inertia and how global linear stability approaches and direct numerical simulations nicely complement each other to reveal the dynamics of this class of bodies, and more generally to help us improve our understanding of instabilities in fluid-structure interactions problems.

The talk will be on the d -dimensional torus using matrices in SL(d,Z).

The talk will be on the following natural question: given a number alpha in R, how well can alpha be approximated by a rational p/(q_1q_2) with q_1,q 2< ?(Q)? The proof uses a new measure classification theorem.

The talk will be on the connection between the study of integer points and homogeneous dynamics.

The main objective of this conference is to increase bilateral cooperation in academic exchange and technology development that is cutting edge science and have direct social relevance to mankind, especially in India.

International conference on Management and Recycling of Metallurgical Wastes focuses on recovery and recycling of all kinds of metallurgical wastes generated during primary metal production, fabrication of metals and alloys and from waste components including e-waste.

The program will focus on such general methods, including Busemann function and concentration-of-measure techniques, while keeping an eye on methods that may be carried over from the exactly solvable setting.?