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Still Navigating 11

描述
Artist: Michelle Keegan (British, 1966- ) Title: Still Navigating 11 Year: 2015 Material: Etching Size: 25 x 25cm Artist information I am
链接
/en/library/finding-resources/artwork-collection/still-navigating-11.aspx

Still Navigating 1

描述
Artist: Michelle Keegan (British, 1966- ) Title: Still Navigating 1 Year: 2015 Material: Etching Size: 25 x 25cm Artist information I am
链接
/en/library/finding-resources/artwork-collection/still-navigating-1.aspx

Still Navigating 10

描述
Artist: Michelle Keegan (British, 1966- ) Title: Still Navigating 10 Year: 2015 Material: Etching Size: 25 x 25cm Artist information I am
链接
/en/library/finding-resources/artwork-collection/still-navigating-10.aspx

Still Navigating 6

描述
Artist: Michelle Keegan (British, 1966- ) Title: Still Navigating 6 Year: 2015 Material: Etching Size: 25 x 25cm Artist information I am
链接
/en/library/finding-resources/artwork-collection/still-navigating-6.aspx

Still Navigating 3

描述
Artist: Michelle Keegan (British, 1966- ) Title: Still Navigating 3 Year: 2015 Material: Etching Size: 25 x 25cm Artist information I am
链接
/en/library/finding-resources/artwork-collection/still-navigating-3.aspx

Blue 2

描述
Artist: Sisi Sun (Chinese, 1980- ) Title: Blue 2 Year: 2017 Material: Acrylic on paper Size: 85 * 66 cm Artwork description Colour
链接
/en/library/finding-resources/artwork-collection/blue-2.aspx

Facilitation for High Performing International Teams

描述
"The human factor is the key to business success." Representative Faculty Dr Peter Morgan Managers and leaders who have teams o
链接
/en/business/executive-education/our-expertise/facilitation-for-high-performing-international-teams.aspx

Partial Differential Equations

描述
Partial Differential Equations Our research focuses on the following aspects of Partial Differential Equations Optimal Rearrangements, Free boundary Problems, Geometric and
链接
/cn/science-engineering/research-groups/partial-differential-equations/partial-differential-equations.aspx

Partial Differential Equations

描述
Partial Differential Equations Our research focuses on the following aspects of Partial Differential Equations Optimal Rearrangements, Free boundary Problems, Geometric and
链接
/en/science-engineering/research/partial-differential-equations/partial-differential-equations.aspx

CeDEx Lab

描述
CeDEx Lab At CeDEx China we conduct research into how people make decisions. For this, we require the participation of volunteers
链接
/en/humanities-and-social-sciences/schools-and-department/economics/research/research-centres/cedex-china/cedex-lab.aspx
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