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- Mikhail_Goussarov abstract "Mikhail Goussarov (March 8, 1958, Leningrad – June 25, 1999, Tel Aviv) was a Soviet mathematician who worked in low-dimensional topology. He and Victor Vassiliev independently discovered finite type invariants of knots and links. He accidentally drowned at the age of 41 in Tel Aviv, Israel.".
- Mikhail_Goussarov birthDate "1958-03-08".
- Mikhail_Goussarov birthYear "1958".
- Mikhail_Goussarov deathDate "1999-06-25".
- Mikhail_Goussarov deathYear "1999".
- Mikhail_Goussarov wikiPageExternalLink Goussarov.
- Mikhail_Goussarov wikiPageID "7074133".
- Mikhail_Goussarov wikiPageLength "1057".
- Mikhail_Goussarov wikiPageOutDegree "16".
- Mikhail_Goussarov wikiPageRevisionID "619615823".
- Mikhail_Goussarov wikiPageWikiLink Category:1958_births.
- Mikhail_Goussarov wikiPageWikiLink Category:1999_deaths.
- Mikhail_Goussarov wikiPageWikiLink Category:20th-century_mathematicians.
- Mikhail_Goussarov wikiPageWikiLink Category:Accidental_deaths_in_Israel.
- Mikhail_Goussarov wikiPageWikiLink Category:Deaths_by_drowning.
- Mikhail_Goussarov wikiPageWikiLink Category:Russian_mathematicians.
- Mikhail_Goussarov wikiPageWikiLink Finite_type_invariant.
- Mikhail_Goussarov wikiPageWikiLink Israel.
- Mikhail_Goussarov wikiPageWikiLink Knot_(mathematics).
- Mikhail_Goussarov wikiPageWikiLink Leningrad.
- Mikhail_Goussarov wikiPageWikiLink Mathematical_knot.
- Mikhail_Goussarov wikiPageWikiLink Mathematician.
- Mikhail_Goussarov wikiPageWikiLink Saint_Petersburg.
- Mikhail_Goussarov wikiPageWikiLink Soviet_Union.
- Mikhail_Goussarov wikiPageWikiLink Tel_Aviv.
- Mikhail_Goussarov wikiPageWikiLink Topology.
- Mikhail_Goussarov wikiPageWikiLink USSR.
- Mikhail_Goussarov wikiPageWikiLink Victor_Anatolyevich_Vassiliev.
- Mikhail_Goussarov wikiPageWikiLinkText "Goussarov".
- Mikhail_Goussarov wikiPageWikiLinkText "Goussarov, Mikhail".
- Mikhail_Goussarov wikiPageWikiLinkText "Mikhail Goussarov".
- Mikhail_Goussarov dateOfBirth "1958-03-08".
- Mikhail_Goussarov dateOfDeath "1999-06-25".
- Mikhail_Goussarov hasPhotoCollection Mikhail_Goussarov.
- Mikhail_Goussarov name "Goussarov, Mikhail".
- Mikhail_Goussarov shortDescription "Russian mathematician".
- Mikhail_Goussarov wikiPageUsesTemplate Template:Persondata.
- Mikhail_Goussarov wikiPageUsesTemplate Template:Russia-mathematician-stub.
- Mikhail_Goussarov description "Russian mathematician".
- Mikhail_Goussarov description "Russian mathematician".
- Mikhail_Goussarov subject Category:1958_births.
- Mikhail_Goussarov subject Category:1999_deaths.
- Mikhail_Goussarov subject Category:20th-century_mathematicians.
- Mikhail_Goussarov subject Category:Accidental_deaths_in_Israel.
- Mikhail_Goussarov subject Category:Deaths_by_drowning.
- Mikhail_Goussarov subject Category:Russian_mathematicians.
- Mikhail_Goussarov hypernym Mathematician.
- Mikhail_Goussarov type Agent.
- Mikhail_Goussarov type Person.
- Mikhail_Goussarov type Scientist.
- Mikhail_Goussarov type Mathematician.
- Mikhail_Goussarov type Scholar.
- Mikhail_Goussarov type Scientist.
- Mikhail_Goussarov type Person.
- Mikhail_Goussarov type Agent.
- Mikhail_Goussarov type NaturalPerson.
- Mikhail_Goussarov type Thing.
- Mikhail_Goussarov type Q215627.
- Mikhail_Goussarov type Q5.
- Mikhail_Goussarov type Person.
- Mikhail_Goussarov comment "Mikhail Goussarov (March 8, 1958, Leningrad – June 25, 1999, Tel Aviv) was a Soviet mathematician who worked in low-dimensional topology. He and Victor Vassiliev independently discovered finite type invariants of knots and links. He accidentally drowned at the age of 41 in Tel Aviv, Israel.".
- Mikhail_Goussarov label "Mikhail Goussarov".
- Mikhail_Goussarov sameAs Mikhail_Goussarov.
- Mikhail_Goussarov sameAs m.0h2y3w.
- Mikhail_Goussarov sameAs Q3313627.
- Mikhail_Goussarov sameAs Q3313627.
- Mikhail_Goussarov wasDerivedFrom Mikhail_Goussarov?oldid=619615823.
- Mikhail_Goussarov givenName "Mikhail".
- Mikhail_Goussarov isPrimaryTopicOf Mikhail_Goussarov.
- Mikhail_Goussarov name "Goussarov, Mikhail".
- Mikhail_Goussarov name "Mikhail Goussarov".
- Mikhail_Goussarov surname "Goussarov".