Y. Balytskyi

collaborators

4 papers

math.FA2026

A solution to Banach's isometric conjecture

Xinbao Lu, Kaiwen Yang

Banach asked in 1932 whether a real Banach space $X$ whose $n$ -dimensional subspaces, for some fixed $1 < n < dim X$ , are all isometric must be a Hilbert space.Gromov proved the conje…

hep-ph2025

Production-Dependent Interpretation of the KLOE--MAMI $I^\cdot \to I ¨ ^{0} I^^{3} I^^{3}$ Tension via the Nucleon-Triggered Leptophobic Vector $V_{B}$

Yaroslav Balytskyi

The recent KLOE measurement $BR_{KLOE}^{I^\cdot \to I ¨ ^{0} I^^{3} I^^{3}} = (0.98 \pm 0.1 1_{stat} \pm 0.1 4_{syst}) \times 1 0^{- 4}$ is less than half the current worl…

q-bio.BM2025

RAPID-Net: Accurate Pocket Identification for Binding-Site-Agnostic Docking

Yaroslav Balytskyi, Inna Hubenko, Alina Balytska +1

Accurate identification of druggable pockets and their features is essential for structure-based drug design and effective downstream docking. Here, we present RAPID-Net, a deep le…

quant-ph2025

$P T$ -symmetric mapping of three states and its implementation on a cloud quantum processor

Yaroslav Balytskyi, Yevgen Kotukh, Gennady Khalimov +1

$P T$ -symmetric systems have garnered significant attention due to their unconventional properties. Despite the growing interest, there remains an ongoing debate about whe…

A solution to Banach's isometric conjecture

Production-Dependent Interpretation of the KLOE--MAMI I^⋅→I¨0I^3I^3 Tension via the Nucleon-Triggered Leptophobic Vector VB​

RAPID-Net: Accurate Pocket Identification for Binding-Site-Agnostic Docking

PT-symmetric mapping of three states and its implementation on a cloud quantum processor

Production-Dependent Interpretation of the KLOE--MAMI $I^\cdot \to I ¨ ^{0} I^^{3} I^^{3}$ Tension via the Nucleon-Triggered Leptophobic Vector $V_{B}$

$P T$ -symmetric mapping of three states and its implementation on a cloud quantum processor