Search Results for author: Manoj Gopalkrishnan

Found 6 papers, 2 papers with code

Autonomous Learning of Generative Models with Chemical Reaction Network Ensembles

no code implementations2 Nov 2023 William Poole, Thomas E. Ouldridge, Manoj Gopalkrishnan

Can a micron sized sack of interacting molecules autonomously learn an internal model of a complex and fluctuating environment?

Learning Theory

Detailed Balanced Chemical Reaction Networks as Generalized Boltzmann Machines

no code implementations12 May 2022 William Poole, Thomas Ouldridge, Manoj Gopalkrishnan, Erik Winfree

These results illustrate how a biochemical computer can use intrinsic chemical noise to perform complex computations.

Learning Theory

Active Inference for Stochastic Control

1 code implementation27 Aug 2021 Aswin Paul, Noor Sajid, Manoj Gopalkrishnan, Adeel Razi

Active inference has emerged as an alternative approach to control problems given its intuitive (probabilistic) formalism.

Reinforcement Learning (RL)

A Compressed Sensing Approach to Pooled RT-PCR Testing for COVID-19 Detection

1 code implementation16 May 2020 Sabyasachi Ghosh, Rishi Agarwal, Mohammad Ali Rehan, Shreya Pathak, Pratyush Agrawal, Yash Gupta, Sarthak Consul, Nimay Gupta, Ritika, Ritesh Goenka, Ajit Rajwade, Manoj Gopalkrishnan

Tapestry combines ideas from compressed sensing and combinatorial group testing with a novel noise model for RT-PCR used for generation of synthetic data.

A reaction network scheme which implements inference and learning for Hidden Markov Models

no code implementations22 Jun 2019 Abhinav Singh, Carsten Wiuf, Abhishek Behera, Manoj Gopalkrishnan

With a view towards molecular communication systems and molecular multi-agent systems, we propose the Chemical Baum-Welch Algorithm, a novel reaction network scheme that learns parameters for Hidden Markov Models (HMMs).

A Scheme for Molecular Computation of Maximum Likelihood Estimators for Log-Linear Models

no code implementations10 Jun 2015 Manoj Gopalkrishnan

We focus on the much-studied statistical inference problem of computing maximum likelihood estimators for log-linear models.

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