Search Results for author: Tin Vlašić

Found 6 papers, 3 papers with code

RiNALMo: General-Purpose RNA Language Models Can Generalize Well on Structure Prediction Tasks

1 code implementation29 Feb 2024 Rafael Josip Penić, Tin Vlašić, Roland G. Huber, Yue Wan, Mile Šikić

RiNALMo is the largest RNA language model to date with $650$ million parameters pre-trained on $36$ million non-coding RNA sequences from several available databases.

Language Modelling

Estimating Uncertainty in PET Image Reconstruction via Deep Posterior Sampling

no code implementations7 Jun 2023 Tin Vlašić, Tomislav Matulić, Damir Seršić

The method is based on training a conditional generative adversarial network whose generator approximates sampling from the posterior in Bayesian inversion.

Generative Adversarial Network Image Reconstruction +1

Deep Variational Inverse Scattering

1 code implementation8 Dec 2022 AmirEhsan Khorashadizadeh, Ali Aghababaei, Tin Vlašić, Hieu Nguyen, Ivan Dokmanić

Inverse medium scattering solvers generally reconstruct a single solution without an associated measure of uncertainty.

Implicit Neural Representation for Mesh-Free Inverse Obstacle Scattering

no code implementations4 Jun 2022 Tin Vlašić, Hieu Nguyen, AmirEhsan Khorashadizadeh, Ivan Dokmanić

In this paper, we introduce an implicit neural representation-based framework for solving the inverse obstacle scattering problem in a mesh-free fashion.

Single-Pixel Compressive Imaging in Shift-Invariant Spaces via Exact Wavelet Frames

1 code implementation1 Jun 2021 Tin Vlašić, Damir Seršić

The SI models of the acquisition and the underlying signal lead to an exact discretization of an inherently continuous-domain inverse problem to a finite-dimensional problem of CS type.

Compressive Sensing

Sampling and Reconstruction of Sparse Signals in Shift-Invariant Spaces: Generalized Shannon's Theorem Meets Compressive Sensing

no code implementations29 Oct 2020 Tin Vlašić, Damir Seršić

The SI samples are subsequently filtered by a discrete-time correction filter to reconstruct expansion coefficients of the observed signal.

Compressive Sensing

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