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8846 result(s) found
Causal inference for compositional data structures

Section: Mathematical Sciences (Research Project)
Related: Trustworthy Causal Trustworthy Causal AI for Multi-Modal Medical Diagnostics Research Project › Engineering Sciences Statistical Learning Statistical Learning of Heterogenous Tretment Effect with an Emphasis on Valid Inference Research Project › Mathematical Sciences Process development Process development for fabrication of multi-material with functionally graded structures for biomedical applications Research Project › Engineering Sciences Design and Design and development of Smart, Hybrid Polymer Composites and Structures For Advanced Engineering Applications Research Project › Engineering Sciences Bayesian matrix-t Bayesian matrix-t clustering method for multi-way data Research Project › Mathematical Sciences
Cellular automata models for propagation of Tsunami waves

Section: Mathematical Sciences (Research Project)
Related: Ionospheric imagery Ionospheric imagery of earthquake source region using the Co-seismic Ionospheric Perturbations (CIPs) Research Project › Earth, Atmosphere & Environment Sciences
Centralizers & conjugacy in Algebraic groups

Section: Mathematical Sciences (Research Project)
Related: Conjugacy classes Conjugacy classes of centralizers in solvable algebraic groups Research Project › Mathematical Sciences Some problems Some problems in twisted conjugacy of groups Research Project › Mathematical Sciences Conjugacy problems Conjugacy problems in groups of lie type Research Project › Material Sciences A Study A Study of Twisted Conjugacy Problem in Groups Research Project › Mathematical Sciences Quotients in Quotients in algebraic supergeometry Research Project › Mathematical Sciences
Certain inverse problems associated with the sum of dilated sets of integers

Section: Mathematical Sciences (Research Project)
Related: Shifted Convolution Shifted Convolution Sums of GL(3) Fourier coefficients. Research Project › Mathematical Sciences Generalized Ramanujan Generalized Ramanujan sums, Ramanujan expansions and their applications Research Project › Mathematical Sciences
Certain shape optimization problems

Section: Mathematical Sciences (Research Project)
Related: Study on Study on certain problems in Geometric Function Theory Research Project › Mathematical Sciences Shape optimization Shape optimization of optical structures Research Project › Engineering Sciences Towards solving Towards solving bilevel optimization problems Research Project › Mathematical Sciences Certain inverse Certain inverse problems associated with the sum of dilated sets of integers Research Project › Mathematical Sciences Derandomizing Algorithms Derandomizing Algorithms for Combinatorial Optimization Problems Research Project › Mathematical Sciences
Chaos & dynamical localization in an interacting many-body system with a classical limit

Section: Mathematical Sciences (Research Project)
Related: Chaos & Chaos & dynamical localization in an interacting many-body system with a classical limit Research Project › Physical Sciences Quantum walk Quantum walk of multi-component bosons and its application to study many-body localization Research Project › Physical Sciences Exploring many Exploring many body effects in quantum machines Research Project › Physical Sciences Emergent collective Emergent collective phenomena in quantum many-body physics Research Project › Physical Sciences Energetics of Energetics of Quantum Technologies in Hybrid and Many-body Systems Research Project › Mathematical Sciences
Characterization of graphs by spectra of its distance & resistance matrix & some problems related to matrix theory & graph theory

Section: Mathematical Sciences (Research Project)
Related: Graph theoretic Graph theoretic and spectral characterizations of some graphs defined on group Research Project › Mathematical Sciences Matrices on Matrices on graphs Research Project › Mathematical Sciences Analysis of Analysis of some reproducing kernel spaces and J-symmetric operators Research Project › Mathematical Sciences Characterization of Characterization of constrained entropy vectors and network information capacity Research Project › Engineering Sciences Computational modeling Computational modeling of the structural balance of intrinsic functional brain networks in health and brain disorder. Research Project › Cognitive Sciences and Psychology
Characterizations of local rings via homological dimensions of summands of syzygy modules

Section: Mathematical Sciences (Research Project)
Chern-simons invariants & vertex models

Section: Mathematical Sciences (Research Project)
Related: Chern-Simons theory Chern-Simons theory and colored knot invariants Research Project › Physical Sciences Unconventional topological Unconventional topological aspects of Hopf insulators Research Project › Physical Sciences A derivation A derivation of the AdS/CFT correspondence Research Project › Mathematical Sciences Interparticle Interaction, Interparticle Interaction, Topology, and Non-Hermiticity in Periodically Driven Electronic Systems: Fundamentals and Applications Research Project › Mathematical Sciences
Classical and Quantum Error-Correcting Codes and Mathematics over Finite Fields for Smart Telecommunications

This project aims to study and construct error-correcting codes for distributed storage, edge computing, network coding, and quantum computing. It will explore mathematical problems arising from technical challenges in smart telecommunications. The p

Section: Mathematical Sciences (Research Project)
Related: Quantum Error-Correcting Quantum Error-Correcting Codes for Fault-Tolerant Quantum Computation Research Project › Mathematical Sciences Lee distance Lee distance distributions of linear codes over finite chain rings and construction of good codes over finite fields Research Project › Mathematical Sciences Lee distance Lee distance distributions of linear codes over finite chain rings and construction of good codes over finite fields Research Project › Mathematical Sciences Additive MDS Additive MDS and Locally Recoverable Codes: Theory and Applications in Storage and Cryptography Research Project › Mathematical Sciences
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