Search Results - "Foo, Wei-Guo" :: K.UTB vyhledávací portál

Virtual Sensor of Li-Ion Batteries in Electric Vehicles Using Data-Driven Analytic Thermal Solutions

by Foo, Wei-Guo, Yang, Rufan, Wolter, Franz-Erich, Nguyen, Hung Dinh
Published in IEEE transactions on industrial electronics (1982) (01.06.2024)

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Normal forms of second-order ordinary differential equations yxx=J(x,y,yx) under fibre-preserving maps

by Foo, Wei Guo, Heyd, Julien, Merker, Joël
Published in Complex analysis and its synergies (2023)

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$Normal forms of second-order ordinary differential equations $$y_{xx}=J(x,y,y_{x})$$ under fibre-preserving maps$

Normal forms of second-order ordinary differential equations $$y_{xx}=J(x,y,y_{x})$$ under fibre-preserving maps

by Foo, Wei Guo, Heyd, Julien, Merker, Joël
Published in Complex analysis and its synergies (01.09.2023)

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Normal Forms for Rigid ℭ2,1 Hypersurfaces M⁵ ⊂ ℂ: Dedicated to the memory of Alexander Isaev

by Chen, Zhangchi, Foo, Wei Guo, Merker, Joël, Ta, The Anh
Published in Taiwanese journal of mathematics (01.04.2021)

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$Normal Forms for Rigid $\mathfrak{C}_{2,1}$ Hypersurfaces $M^5 \subset \mathbb{C}^3$

Normal Forms for Rigid $\mathfrak{C}_{2,1}$ Hypersurfaces $M^5 \subset \mathbb{C}^3

by Chen, Zhangchi, Foo, Wei Guo, Merker, Joël, Ta, The Anh
Published in Taiwanese journal of mathematics (01.04.2021)

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Organ-on-chip technology: Opportunities and challenges

by Srivastava, Santosh Kumar, Foo, Guo Wei, Aggarwal, Nikhil, Chang, Matthew Wook
Published in Biotechnology Notes (01.01.2024)

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Parametric CR-umbilical locus of ellipsoids in C2

by Foo, Wei-Guo, Merker, Joël, Ta, The-Anh
Published in Comptes rendus. Mathématique (01.02.2018)

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Parametric CR-umbilical locus of ellipsoids in C 2

by Foo, Wei-Guo, Merker, Joël, Ta, The-Anh
Published in Comptes rendus. Mathématique (01.02.2018)

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Parametric CR-umbilical locus of ellipsoids in C^2

by Foo, Wei-Guo, Merker, Joël, Ta, The-Anh
Published in Comptes rendus. Mathématique (2018)

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$Normal Forms of second order Ordinary Differential Equations $y_{xx}=J(x,y,y_{x})$ under Fibre-Preserving Maps$

Normal Forms of second order Ordinary Differential Equations $y_{xx}=J(x,y,y_{x})$ under Fibre-Preserving Maps

by Foo, Wei Guo, Heyd, Julien, Merker, Joël
Year of Publication 05.09.2021

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Holomorphic immersions of bi-disks into $9$ dimensional real hypersurfaces with Levi signature $(2, 2)

by Foo, Wei Guo, Merker, Joel
Year of Publication 22.08.2019

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$Differential $\{e\}$-structures for equivalences of $2$-nondegenerate Levi rank $1$ hypersurfaces $M^5 \subset \mathbb{C}^3$

Differential $\{e\}$-structures for equivalences of $2$-nondegenerate Levi rank $1$ hypersurfaces $M^5 \subset \mathbb{C}^3

by Foo, Wei Guo, Merker, Joel
Year of Publication 07.01.2019

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$Explicit calculation of Siu's Effective Termination in Kohn's Algorithm for Special Domains in $\mathbb{C}^{3}$

Explicit calculation of Siu's Effective Termination in Kohn's Algorithm for Special Domains in $\mathbb{C}^{3}

by Foo, Wei Guo
Year of Publication 22.03.2017

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Homogeneous C21 Models

by Foo, Wei-Guo, Merker, Joel, Nurowski, Pawel, Ta, The-Anh
Year of Publication 19.04.2021

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$On Convergent Poincar\'e-Moser Reduction for Levi Degenerate Embedded $5$-Dimensional CR Manifolds$

On Convergent Poincar\'e-Moser Reduction for Levi Degenerate Embedded $5$-Dimensional CR Manifolds

by Foo, Wei Guo, Merker, Joel, Ta, The-Anh
Year of Publication 04.03.2020

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$Holomorphic immersions of bi-disks into $9$ dimensional real hypersurfaces with Levi signature $(2, 2)$$

Holomorphic immersions of bi-disks into $9$ dimensional real hypersurfaces with Levi signature $(2, 2)$

by Wei Guo Foo, Merker, Joel
Published in arXiv.org (22.09.2020)

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$Normal Forms for Rigid $\mathfrak{C}_{2,1}$ Hypersurfaces $M^5 \subset \mathbb{C}^3$

Normal Forms for Rigid $\mathfrak{C}_{2,1}$ Hypersurfaces $M^5 \subset \mathbb{C}^3

by Chen, Zhangchi, Foo, Wei-Guo, Merker, Joel, Ta, The-Anh
Year of Publication 03.12.2019

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$Normal Forms of second order Ordinary Differential Equations $y_{xx}=J(x,y,y_{x})$ under Fibre-Preserving Maps$

Normal Forms of second order Ordinary Differential Equations $y_{xx}=J(x,y,y_{x})$ under Fibre-Preserving Maps

by Wei Guo Foo, Heyd, Julien, Merker, Joël
Published in arXiv.org (05.09.2021)

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Nonvanishing of Cartan CR curvature on boundaries of Grauert tubes around hyperbolic surfaces

by Foo, Wei Guo, Merker, Joel, Ta, The-Anh
Year of Publication 23.04.2019

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$Rigid equivalences of $5$-dimensional $2$-nondegenerate rigid real hypersurfaces $M^5 \subset \mathbb{C}^ 3$ of constant Levi rank $1$

Rigid equivalences of $5$-dimensional $2$-nondegenerate rigid real hypersurfaces $M^5 \subset \mathbb{C}^ 3$ of constant Levi rank $1

by Foo, Wei Guo, Merker, Joel, Ta, The-Anh
Year of Publication 04.04.2019

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Virtual Sensor of Li-Ion Batteries in Electric Vehicles Using Data-Driven Analytic Thermal Solutions

Normal forms of second-order ordinary differential equations yxx=J(x,y,yx) under fibre-preserving maps

Normal forms of second-order ordinary differential equations $$y_{xx}=J(x,y,y_{x})$$ under fibre-preserving maps

Normal Forms for Rigid ℭ2,1 Hypersurfaces M⁵ ⊂ ℂ: Dedicated to the memory of Alexander Isaev

Normal Forms for Rigid $\mathfrak{C}_{2,1}$ Hypersurfaces $M^5 \subset \mathbb{C}^3

Organ-on-chip technology: Opportunities and challenges

Parametric CR-umbilical locus of ellipsoids in C2

Parametric CR-umbilical locus of ellipsoids in C 2

Parametric CR-umbilical locus of ellipsoids in C^2

Normal Forms of second order Ordinary Differential Equations $y_{xx}=J(x,y,y_{x})$ under Fibre-Preserving Maps

Holomorphic immersions of bi-disks into $9$ dimensional real hypersurfaces with Levi signature $(2, 2)

Differential $\{e\}$-structures for equivalences of $2$-nondegenerate Levi rank $1$ hypersurfaces $M^5 \subset \mathbb{C}^3

Explicit calculation of Siu's Effective Termination in Kohn's Algorithm for Special Domains in $\mathbb{C}^{3}

Homogeneous C21 Models

On Convergent Poincar\'e-Moser Reduction for Levi Degenerate Embedded $5$-Dimensional CR Manifolds

Holomorphic immersions of bi-disks into \(9\) dimensional real hypersurfaces with Levi signature \((2, 2)\)

Normal Forms for Rigid $\mathfrak{C}_{2,1}$ Hypersurfaces $M^5 \subset \mathbb{C}^3

Normal Forms of second order Ordinary Differential Equations \(y_{xx}=J(x,y,y_{x})\) under Fibre-Preserving Maps

Nonvanishing of Cartan CR curvature on boundaries of Grauert tubes around hyperbolic surfaces

Rigid equivalences of $5$-dimensional $2$-nondegenerate rigid real hypersurfaces $M^5 \subset \mathbb{C}^ 3$ of constant Levi rank $1

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