This study investigates the M13 bacteriophage as a biomimetic nanovector capable of crossing in vitro models of the blood–brain barrier. By exploiting peculiar transcellular pathways, M13 avoids lysosomal degradation and preserves its structural integrity and functionality.
Silvia Vercellino +12 more
wiley +1 more source
HarmoAtt-IK: an adaptive multimodal feature fusion network for real-time neural inverse kinematics. [PDF]
Liu X, Xie F, Liu Y, Song J.
europepmc +1 more source
SPHTRLM: secure and privacy-preserving hyperparameter-tuned reinforcement learning method for robot path finding in dynamic environments. [PDF]
Dewangan RR +6 more
europepmc +1 more source
A Curriculum-Learning-Assisted MAPPO-Based Algorithm for Dynamic Spectrum Access and Anti-Jamming in UAV Swarms. [PDF]
Yuan X, Wen J.
europepmc +1 more source
Thermodynamic natural gradient descent (NGD-T) regulates natural-gradient steps by a geometric speed-cost bound. [PDF]
You BJ.
europepmc +1 more source
Computing Rate-Distortion Functions of Continuous Memoryless Sources via Discrete Algorithms: An Integrated Scheme with Convergence Guarantee and Algorithmic Acceleration. [PDF]
Chen L +5 more
europepmc +1 more source
Novel iterative method for the approximation of fixed point of a class of generalized ([Formula: see text])-nonexpansive mapping with applications to seir epidemic model. [PDF]
Alharthi NH +4 more
europepmc +1 more source
Convergences of Prices and Rates of Inflation [PDF]
AbstractWe consider how unit‐root and stationarity tests can be used to study the convergence of prices and rates of inflation. We show how the joint use of these tests in levels and first differences allows the researcher to distinguish between series that are converging and series that have already converged, and we set out a strategy to establish ...
Fabio Busetti +2 more
openaire +1 more source
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Rates of convergence for Quicksort
Journal of Algorithms, 2002Summary: The normalized number of key comparisons needed to sort a list of randomly permuted items by the Quicksort algorithm is known to converge in distribution. We identify the rate of convergence to be of the order \(\theta(\ln(n)/n)\) in the Zolotarev metric.
Ralph Neininger, Ludger Rüschendorf
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