Results 41 to 50 of about 25,484,306 (377)
Extended Representations of Observables and States for a Noncontextual Reinterpretation of QM [PDF]
A crucial and problematical feature of quantum mechanics (QM) is nonobjectivity of properties. The ESR model restores objectivity reinterpreting quantum probabilities as conditional on detection and embodying the mathematical formalism of QM into a ...
Adenier G +14 more
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Mathematical model of distal radius orientation
Distal radius orientation is important in evaluating Colles' fracture. In most cases, the wrist was protected by a bandage, splint, or cast. Therefore, it was difficult for the radiology technician to take perfect anteroposterior and lateral view ...
Cheng-Kuang Chen +39 more
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A survey of the ESR model for an objective reinterpretation of quantum mechanics [PDF]
Most scholars concerned with the foundations of quantum mechanics (QM) think that contextuality and nonlocality (hence nonobjectivity of physical properties) are unavoidable features of QM which follow from the mathematical apparatus of QM.
Garola, Claudio
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Mathematical Model of Nicholson’s Experiment
Considered is a mathematical model of insects population dynamics, and an attempt is made to explain classical experimental results of Nicholson with its help. In the first section of the paper Nicholson’s experiment is described and dynamic
Sergey D. Glyzin
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Mathematical model of vortex penetration phenomenon
Vortex penetration affects the stability of a superconducting system and limits the possible application of the system. However, the mathematical description to this phenomenon is currently unavailable.
Ma, Rongchao
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MATHEMATICAL MODEL FOR RIVERBOAT DYNAMICS
Present work describes a simple dynamical model for riverboat motion based on the square drag law. Air and water interactions with the boat are determined from aerodynamic coefficients.
Aleksander Grm
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Mathematical Model of HYFX Branching type
In this research, we studied a case for fungal growth when mixing four types of them, study these types consume all the energy. Mathematical models are used as partial differential equations that explain the biological phenomena of each species.
Zainab Hussein Khalil, Ali Shuaa
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Developmental Disorders in Children Recently Diagnosed With Cancer
ABSTRACT Neurocognitive deficits in adult survivors of childhood cancer are well established, but less is known about developmental disorders (DD) arising shortly after cancer diagnosis. Using 2016–2019 linked Ohio cancer registry and Medicaid data, we compared DD among 324 children with cancer and 606,913 cancer‐free controls.
Jamie Shoag +5 more
wiley +1 more source
NONSTATIONARY PHARMACOKINETICS ON A MATHEMATICAL MODEL
In practice, algorithms and models of sorption and desorption of substances by a living organism are more in demand, when their regular intake is unchanged throughout the observation time interval.
V. A. Utkin, T. V. Kukharova
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Mathematical model on Alzheimer’s disease
BackgroundAlzheimer disease (AD) is a progressive neurodegenerative disease that destroys memory and cognitive skills. AD is characterized by the presence of two types of neuropathological hallmarks: extracellular plaques consisting of amyloid β-peptides
Wenrui Hao, A. Friedman
semanticscholar +1 more source

