Ghent University Academic Bibliography

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Global existence and blow-up of solutions to porous medium equation and pseudo-parabolic equation, I. Stratified groups

Michael Ruzhansky (UGent) , Bolys Sabitbek and Berikbol Torebek (UGent)

(2023) MANUSCRIPTA MATHEMATICA. 171. p.377-395
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Continuous characterizations of inhomogeneous Besov and Triebel-Lizorkin spaces associated to non-negative self-adjoint operators

Qing Hong (UGent) and Guorong Hu (UGent)

(2022) MANUSCRIPTA MATHEMATICA. 170. p.243-281
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Triple linkage of quadratic Pfister forms

Adam Chapman, Andrew Dolphin (UGent) and David B Leep

(2018) MANUSCRIPTA MATHEMATICA. 157(3-4). p.435-443
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Moufang sets arising from polarities of Moufang planes over octonion division algebras

Elizabeth Callens (UGent) and Tom De Medts (UGent)

(2014) MANUSCRIPTA MATHEMATICA. 143(1-2). p.171-189
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Pythagoras numbers of function fields of hyperelliptic curves with good reduction

SV Tikhonov, Jan Van Geel (UGent) and VI Yanchevskii

(2006) MANUSCRIPTA MATHEMATICA. 119(3). p.305-322
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Indices of hyperelliptic curves over p-adic fields

Jan Van Geel (UGent) and VI Yanchevskii

(1998) MANUSCRIPTA MATHEMATICA. 96(3). p.317-333
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Minimal forms with respect to function fields of conics

DW Hoffmann and Jan Van Geel (UGent)

(1995) MANUSCRIPTA MATHEMATICA. 86(1). p.23-48
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Tensor-products and spaces of vector-valued continuous-functions

A DEFANT and Willy Govaerts (UGent)

(1986) MANUSCRIPTA MATHEMATICA. 55(3-4). p.433-449

Academic Bibliography

Global existence and blow-up of solutions to porous medium equation and pseudo-parabolic equation, I. Stratified groups

Continuous characterizations of inhomogeneous Besov and Triebel-Lizorkin spaces associated to non-negative self-adjoint operators

Triple linkage of quadratic Pfister forms

Moufang sets arising from polarities of Moufang planes over octonion division algebras

Pythagoras numbers of function fields of hyperelliptic curves with good reduction

Indices of hyperelliptic curves over p-adic fields

Minimal forms with respect to function fields of conics

Tensor-products and spaces of vector-valued continuous-functions

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