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Aryabhatta Geo-informatics & Space Application Centre (AGiSAC), Shimla

Aryabhatta Geo-informatics & Space Application Centre (AGiSAC) is to bring geo-information for the benefit of people and sustainable development. o facilitate decentralized planning and decision making. It helps to facilitate Monitoring and Evalu

Development of Secured Voice based AI-enabled Digital Payment Application for Indian Regional Languages

The objective of the proposal is to develop an end-to-end secure voice-based payment application with multilingual support to perform day-to-day banking-related activities. • To provide user-friendly UI and voice assistant to guide illiterate and p

High Efficiency Power Amplifiers for 5G and beyond

The 5G standard aims to improve wireless communication performance by improving bit error rate (BER), latency, and power dissipation. Power Amplifiers (PA) are key components in RF front ends of 5G devices, with the sub 6 GHz band currently operation

Development of a novel photonic platform for high_x0002_dimensional quantum-key_x0002_distribuion

Quantum-key-distribution (QKD) has enormous potential to build provably secure communication and information transferring systems that guarantee security through the laws of quantum physics. HD-QKD can be realized by exploiting optical degrees of fre

Development of a class of higher order compact(HOC) finite difference scheme and its application to linear shear flows

Nuclear Power Corporation of India Ltd (NPCIL)

Nuclear Power Corporation of India Limited (NPCIL) is a Public Sector Enterprise under the administrative control of the Department of Atomic Energy (DAE), Government of India. The Company was registered as a Public Limited Company under the Companie

Optimal Cooperative Designs for IRS Assisted Secure Communications

This project aims to investigate utilization of Intelligent reflecting surfaces (IRS) for physical layer security (PLS) assisted secure communication systems. The key idea is to use the tuning capabilities of the IRS elements to improve the signal to

Bruhat-Tits theory over higher dimensional base

The study of algebraic groups over local fields K has been extensively studied in the past 60 years. The first big step in this direction was the paper by N.Iwahori and H.Matsumoto [IM]. A little later, this question was taken up by F.Bruhat and J.Ti

Theoretical and Numerical study of radial basis function based scattered node combined compact finite difference method

Finite difference methods are used to approximate the derivatives of a function at a node, which are expressed as the linear combination of functional values at neighboring nodes multiplied by weights. Implementing these methods on complex domains an

Generalization of Stochastic Taylor Expansion and Applications

The deterministic Taylor expansion is a fundamental result in mathematical analysis, particularly used in the numerical analysis of ordinary differential equations (ODEs). Its stochastic extension, the Ito-Taylor expansion, is a central result in sto