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CARTESIAN PRODUCTS

1972
Publisher Summary This chapter focuses on Cartesian products. It presents the theorem that states that the Cartesian product of two topological spaces in mathematics is a topological space. The chapter also provides an overview of projections and continuous mappings and presents a proof of the theorems that state that the projections are continuous ...
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Physics-Inspired Structural Representations for Molecules and Materials

Chemical Reviews, 2021
Félix Musil, Andrea Grisafi, Albert P Bartók   +2 more
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Twisted Cartesian products

Mathematical Notes of the Academy of Sciences of the USSR, 1978
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On Cartesian Product Sets [PDF]

Journal of the London Mathematical Society, 1952
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NC-PDNet: A Density-Compensated Unrolled Network for 2D and 3D Non-Cartesian MRI Reconstruction

IEEE Transactions on Medical Imaging, 2022
Zaccharie Ramzi, Chaithya G R, Jean-Luc Starck   +2 more
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Dual-domain self-supervised learning for accelerated non-Cartesian MRI reconstruction

Medical Image Analysis, 2022
Bo Zhou, Jo Schlemper, Kevin N Sheth
exaly  

Sentience and the Origins of Consciousness: From Cartesian Duality to Markovian Monism

Entropy, 2020
K J Friston, Wanja Wiese
exaly  

A CFD-DEM-IBM method for Cartesian grid simulation of gas-solid flow in complex geometries

Chemical Engineering Journal, 2020
Peng Zhao, Ji Xu, Wei Ge
exaly  

Cartesian Products of Reals

American Journal of Mathematics, 1952
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Recent Developments in Cartesian Genetic Programming and its Variants

ACM Computing Surveys, 2019
Khalid Raza
exaly