Automated Deformable Registration and Three-dimensional Margin Assessment for Predicting Local Recurrence after Lung Thermal Ablation. [PDF]
Keshavamurthy KN +8 more
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Safety and Tolerability of Givinostat: Evidence From Real‐World and Clinical Practice
ABSTRACT Objective The aim of our study was to establish the prevalence of adverse events in a real‐world setting in boys living with Duchenne muscular dystrophy (DMD) treated with givinostat as part of an Expanded Access Program (EAP) in Italy. Methods The cohort included 90 ambulant boys, with age when treatment started between 6 and 23 years (mean ...
Marika Pane +19 more
wiley +1 more source
Finite-Capacity Thermodynamics of Causal Horizons. [PDF]
Antiba CA.
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Sharing Back, Listening Forward: Participatory Dissemination in a Tribal Community. [PDF]
Skewes MC, Gameon JA, FireMoon P.
europepmc +1 more source
Jasmonoyl-L-Isoleucine Induces Systemic Photosynthetic Responses to Local Heat Stress by Contributing to Abscisic Acid Accumulation. [PDF]
Kuznetsova D, Vodeneev V, Ladeynova M.
europepmc +1 more source
Intelligent Monitoring and Dynamic Regulation Equipment and Software Development for the Equal-Pressure Fully Mechanized Mining Face in the Sandaogou Coal Mine. [PDF]
Wang Z +8 more
europepmc +1 more source
Controlling Spatio-Temporal Sequences of Neural Activity by Local Synaptic Changes. [PDF]
Wernecke HO, Lehr AB, Kumar A.
europepmc +1 more source
Tissue adaptation of eosinophils. [PDF]
Lacroix CM, Kulkarni K, Diny NL.
europepmc +1 more source
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The authors discuss the construction of an analog of the local time \(l(t,y)\) for an arbitrary Lévy process with finite second moment. The main object is the random function \(m(t,y)\in L_2(\mathbb{R})\), defined in Eq. 12, which fulfills Theorem 1. It is also shown that \(m(t,y)\) recovers the local time of the process \(\xi(t)\) if the latter is a ...
Ibragimov, I. A. +2 more
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On the small-time local controllability
Systems & Control Letters, 2022This work deals with the problem of small-time local controllability of a class of polynomial control systems. The local properties of the corresponding reachable sets are studied by using a general differential-geometrical approach based on the Campbell-Baker-Hausdorff (C-B-H) formula.
Mikhail Ivanov Krastanov +1 more
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