Guy Macdonald Morton
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Guy Macdonald Morton
Summary
Guy Macdonald Morton is a human[1]. His place of birth was Glasgow[2]. He was born on +1931-00-00T00:00:00Z[3]. He died in Toronto[4]. He died on +2010-10-19T00:00:00Z[5]. He worked as a computer scientist[6].
Key Facts
- Guy Macdonald Morton's place of birth was Glasgow[2].
- Guy Macdonald Morton died in Toronto[4].
- Guy Macdonald Morton was born on +1931-00-00T00:00:00Z[3].
- Guy Macdonald Morton died on +2010-10-19T00:00:00Z[5].
- Guy Macdonald Morton held citizenship in United Kingdom[7].
- Guy Macdonald Morton worked as a computer scientist[6].
- Guy Macdonald Morton was educated at University of St Andrews[8].
- A notable work attributed to Guy Macdonald Morton is Z-order curve[9].
- Guy Macdonald Morton is recorded as male[10].
- Guy Macdonald Morton's instance of is recorded as human[11].
- Guy Macdonald Morton's given name is recorded as Guy[12].
Body
Origins and Family
Guy Macdonald Morton was born in Glasgow[2]. He was born on +1931-00-00T00:00:00Z[3].
Education
Guy Macdonald Morton's education included a stint at University of St Andrews[8].
Career and Affiliations
Guy Macdonald Morton's professions included computer scientist[6].
Works and Contributions
A notable work attributed to Guy Macdonald Morton is Z-order curve[9]. Things named for him include Z-order curve[13].
Death and Burial
Guy Macdonald Morton died on +2010-10-19T00:00:00Z[5]. He died in Toronto[4].
Why It Matters
Guy Macdonald Morton is credited with the discovery of Z-order curve[14]. Entities named for him include Z-order curve[13].
FAQs
Where was Guy Macdonald Morton born?
Guy Macdonald Morton's place of birth was Glasgow[2].
Where did Guy Macdonald Morton die?
Guy Macdonald Morton died in Toronto[4].
What did Guy Macdonald Morton do for work?
Guy Macdonald Morton worked as computer scientist[6].
Where did Guy Macdonald Morton go to school?
Guy Macdonald Morton was educated at University of St Andrews[8].
What did Guy Macdonald Morton discover?
Guy Macdonald Morton is credited as discoverer of Z-order curve[14].