Alexander Korotin
Alexander Korotin
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How to Train Your Latent Diffusion Language Model Jointly With the Latent Space
Latent diffusion models offer an attractive alternative to discrete diffusion for non-autoregressive text generation by operating on …
Viacheslav Meshchaninov
,
Alexander Shabalin
,
Egor Chimbulatov
,
Nikita Gushchin
,
Ilya Koziev
,
Alexander Korotin
,
Dmitry Vetrov
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Midpoint Generative Models
Midpoint Generative Models learn one-step generators from scratch using a divergence built on the symmetry of flow matching and randomly flipped interpolations.
Daniil Shlenskii
,
Nikita Gushchin
,
Lev Novitskiy
,
Dmitry V. Dylov
,
Alexander Korotin
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Realism VS Accuracy: Event Sequence Forecasting from a Generative Modeling Perspective
Event sequences are chains of random events, each described by heterogeneous (numerical and categorical) features. The problem of event …
Dmitry Osin
,
Egor Surkov
,
Petr Mokrov
,
Igor Udovichenko
,
Ivan Karpukhin
,
Evgeny Burnaev
,
Egor Shvetsov
,
Alexander Korotin
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TUBE: Tangent Upper Bound on Evidence for Discrete Diffusion Language Models
TUBE provides an upper bound on log-likelihood for discrete diffusion language models. Together with the ELBO, it brackets the true value and enables principled comparisons with autoregressive models.
Arseny Ivanov
,
Sergei Kholkin
,
Vladislav Gromadskii
,
Grigoriy Ksenofontov
,
Ivan Oseledets
,
Alexander Korotin
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Uncovering Challenges of Solving the Continuous Gromov-Wasserstein Problem
We reveal several limitations of existing solvers for the continuous Gromov-Wasserstein problem and pave the way to get rid of them by proposing a novel solver.
Xavier Aramayo Carrasco
,
Maksim Nekrashevich
,
Petr Mokrov
,
Evgeny Burnaev
,
Alexander Korotin
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Unlocking the Duality between Flow and Field Matching
The work unifies significant parts of the generative modeling landscape. It shows that CFM and (forward-only) IFM are dual perspectives of the same approach, while positioning general IFM as a broader, more expressive paradigm that encompasses and extends beyond CFM. This bridge deepens theoretical understanding and opens avenues for practical innovation in both lines of research.
Daniil Shlenskii
,
Alexander Varlamov
,
Nazar Buzun
,
Alexander Korotin
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IDLM: Inverse-distilled Diffusion Language Models
This paper introduces IDLM, a method that accelerates discrete Diffusion Language Models by adapting inverse distillation techniques, achieving 4x-64x faster inference while maintaining generative quality through theoretically-validated unique solutions and stable gradient relaxations.
David Li
,
Nikita Gushchin
,
Dmitry Abulkhanov
,
Eric Moulines
,
Ivan Oseledets
,
Maxim Panov
,
Alexander Korotin
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Inverse Entropic Optimal Transport Solves Semi-supervised Learning via Data Likelihood Maximization
We propose a novel light learning algorithm for semi-supervised domain translation which can utilize both paired and unpaired data.
Mikhail Persiianov
,
Arip Asadulaev
,
Nikita Andreev
,
Nikita Starodubcev
,
Dmitry Baranchuk
,
Anastasis Kratsios
,
Evgeny Burnaev
,
Alexander Korotin
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One-Step Residual Shifting Diffusion for Image Super-Resolution via Distillation
We introduce a novel distillation technique for ResShift, one of the best diffusion models for real-world image super-resolution.
Daniil Selikhanovych
,
David Li
,
Alexey Leonov
,
Nikita Gushchin
,
Sergei Kushneriuk
,
Alexander Filippov
,
Evgeny Burnaev
,
Iaroslav Koshelev
,
Alexander Korotin
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Overclocking Electrostatic Generative Models
This paper introduces Inverse Poisson Flow Matching (IPFM), a new distillation method that significantly accelerates electrostatic generative models like PFGM by learning a generator to match the teacher’s electrostatic field, enabling high-quality sample generation in few steps.
Daniil Shlenskii
,
Alexander Korotin
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