Jaroslav Kurzweil
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Jaroslav Kurzweil
Summary
Jaroslav Kurzweil is a human[1]. He was born in Prague[2]. He was born on +1926-05-07T00:00:00Z[3]. He died on +2022-03-17T00:00:00Z[4]. He worked as a mathematician[5] and university teacher[6]. He ranks in the top 0.73% of human entities by monthly Wikipedia readership (8 views/month, #7,295 of 1,000,298).[7]
Key Facts
- Born in Prague[2], Jaroslav Kurzweil…
- Jaroslav Kurzweil was born on +1926-05-07T00:00:00Z[3].
- Jaroslav Kurzweil died on +2022-03-17T00:00:00Z[4].
- Jaroslav Kurzweil held citizenship in Czech Republic[8].
- Jaroslav Kurzweil held citizenship in Czechoslovakia[9].
- Jaroslav Kurzweil worked as a mathematician[5].
- Jaroslav Kurzweil's professions included university teacher[6].
- Jaroslav Kurzweil's field of work was mathematics[10].
- Jaroslav Kurzweil's field of work was Henstock–Kurzweil integral[11].
- Jaroslav Kurzweil's field of work was ordinary differential equation[12].
- Jaroslav Kurzweil's field of work was Banach space[13].
- Jaroslav Kurzweil was educated at Charles University[14].
- Jaroslav Kurzweil's doctoral advisor was Vojtěch Jarník[15].
- Jaroslav Kurzweil received the Czech Medal of Merit[16].
- Jaroslav Kurzweil received the honorary doctorate of the Masaryk University[17].
- Jaroslav Kurzweil received the Klement Gottwald State Prize[18].
- Jaroslav Kurzweil received the Česká hlava[19].
- Jaroslav Kurzweil is recorded as male[20].
- Jaroslav Kurzweil's instance of is recorded as human[21].
- Jaroslav Kurzweil supervised Pavol Brunovský as a doctoral student[22].
- Jaroslav Kurzweil supervised Štefan Schwabik as a doctoral student[23].
- Jaroslav Kurzweil supervised Ivo Vrkoč as a doctoral student[24].
- Jaroslav Kurzweil supervised Jan Kucera as a doctoral student[25].
- Jaroslav Kurzweil's ISNI is recorded as 0000000108612157[26].
- Jaroslav Kurzweil's VIAF cluster ID is recorded as 76754[27].
Body
Origins and Family
Born in Prague[2], Jaroslav Kurzweil… he was born on +1926-05-07T00:00:00Z[3].
Education
Jaroslav Kurzweil's education included a stint at Charles University[14]. His doctoral advisor was Vojtěch Jarník[15].
Career and Affiliations
Recorded occupations include mathematician[5] and university teacher[6]. Fields of work include mathematics[10], an academic discipline[28]; Henstock–Kurzweil integral[11], a mathematical concept[29]; ordinary differential equation[12]; and Banach space[13], a mathematical concept[30], founded in 1920[31]. Doctoral students include Pavol Brunovský[22], a mathematician[32], 1934–2018[33], of Czechoslovakia[34], awarded the Cross of Pribina class III[35]; Štefan Schwabik[23]; Ivo Vrkoč[24]; and Jan Kucera[25], a mathematician[36].
Recognition
Awards received include Czech Medal of Merit[16], a medallion[37], in Czech Republic[38], founded in 1990[39]; honorary doctorate of the Masaryk University[17], an award[40], in Czech Republic[41]; Klement Gottwald State Prize[18], a state decoration[42], in Czechoslovak Socialist Republic[43]; and Česká hlava[19], an award[44], in Czech Republic[45].
Death and Burial
Jaroslav Kurzweil died on +2022-03-17T00:00:00Z[4].
Works and Contributions
Things named for Jaroslav Kurzweil include Henstock–Kurzweil integral[46], a mathematical concept[47].
Why It Matters
Jaroslav Kurzweil ranks in the top 0.73% of human entities by monthly Wikipedia readership (8 views/month, #7,295 of 1,000,298).[7] He has Wikipedia articles in 6 language editions, a strong signal of global cultural recognition.[48]
Entities named for him include Henstock–Kurzweil integral[46], a mathematical concept[47].
FAQs
Where was Jaroslav Kurzweil born?
Jaroslav Kurzweil was born in Prague[2].
What did Jaroslav Kurzweil do for work?
Jaroslav Kurzweil worked as mathematician[5] and university teacher[6].
Where did Jaroslav Kurzweil go to school?
Jaroslav Kurzweil was educated at Charles University[14].
What awards did Jaroslav Kurzweil receive?
Honors received include Czech Medal of Merit[16], honorary doctorate of the Masaryk University[17], Klement Gottwald State Prize[18], and Česká hlava[19].