activity
20212026
most citedReshape Dimensions Network for Speaker Recognition

24 citations · 25 across the 7 of their papers we have counts for

collaborators

8 papers

eess.AS2026

ReDimNet2: Scaling Speaker Verification via Time-Pooled Dimension Reshaping

Ivan Yakovlev, Anton Okhotnikov

We present ReDimNet2, an improved neural network architecture for extracting utterance-level speaker representations that builds upon the ReDimNet dimension-reshaping framework. Th…

eess.AS2024

Study on Inter and Intra Speaker Variability in Speaker Recognition

Anton Okhotnikov, Nikita Torgashov, Ivan Yakovlev +2

Optimization of a trade-off between the number of speakers and their temporal variability (or session diversity) is crucial for the development of a speaker recognition system toge…

eess.AS2024★ 24 cited

Reshape Dimensions Network for Speaker Recognition

Ivan Yakovlev, Rostislav Makarov, Andrei Balykin +3

In this paper, we present Reshape Dimensions Network (ReDimNet), a novel neural network architecture for extracting utterance-level speaker representations. Our approach leverages…

eess.AS2023★ 1 cited

LRPD: Large Replay Parallel Dataset

Ivan Yakovlev, Mikhail Melnikov, Nikita Bukhal +4

The latest research in the field of voice anti-spoofing (VAS) shows that deep neural networks (DNN) outperform classic approaches like GMM in the task of presentation attack detect…

eess.AS2023

The ID R&D VoxCeleb Speaker Recognition Challenge 2023 System Description

Nikita Torgashov, Rostislav Makarov, Ivan Yakovlev +3

This report describes ID R&D team submissions for Track 2 (open) to the VoxCeleb Speaker Recognition Challenge 2023 (VoxSRC-23). Our solution is based on the fusion of deep ResNets…

cs.CG2023

Algorithms for Length Spectra of Combinatorial Tori

Vincent Delecroix, Matthijs Ebbens, Francis Lazarus +1

Consider a weighted, undirected graph cellularly embedded on a topological surface. The function assigning to each free homotopy class of closed curves the length of a shortest cyc…

math.GT2022

Contribution of -cylinder square-tiled surfaces to Masur-Veech volume of

Ivan Yakovlev

We find the generating function for the contributions of -cylinder square-tiled surfaces to the Masur-Veech volume of . It is a bivariate generalization of th…

math.SG2021

Generating families on arboreal graphs

Ivan Yakovlev

The paper is devoted to the study of exact curves on Arborealized Liouville surfaces. We introduce the notion of a generating family for such curves. Our main statement is a hamilt…