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ORGANIZER;CN=Kushnerchuk Nataliia:mailto:nataliia.kushnerchuk@aalto.fi
ATTENDEE;ROLE=REQ-PARTICIPANT;PARTSTAT=NEEDS-ACTION;RSVP=FALSE;CN=agc-math-
 aalto@list.aalto.fi:mailto:agc-math-aalto@list.aalto.fi
ATTENDEE;ROLE=REQ-PARTICIPANT;PARTSTAT=NEEDS-ACTION;RSVP=FALSE;CN=matlait-h
 enkilosto@helsinki.fi:mailto:matlait-henkilosto@helsinki.fi
DESCRIPTION;LANGUAGE=en-GB:We would like to invite you to the next talk of 
 the spring in the Aalto AGC (Algebra\, Geometry and Combinatorics) Seminar
 !\n\nThe talk is on\nMon 18.5. at 14:15-15:00\nin\nM3\, Otakaari 1\n\nThe 
 speaker is Michael Yang\n\nTitle: Completions to discrete probability dist
 ributions in scaled log-linear models (master’s thesis presentation)\nAb
 stract: Log-linear models are mathematical models that are mapped to linea
 r models under the logarithm map. In the context of algebraic geometry\, t
 hey can be expressed as the intersection of a toric variety with the proba
 bility simplex.  In this talk\, we will look at how to complete a partial 
 observation to the log-linear model. That is\, for a point that is missing
  certain coordinates\, filling in those missing coordinates in such a way 
 that the complete point belongs in the log-linear model. As it turns out\,
  under certain conditions\, there will always be at most two unique comple
 tions to the log-linear model for a partial observation. During this talk\
 , we will elaborate on this topic by considering concepts from algebraic g
 eometry\, and apply these concepts on a simple but non-trivial example of 
 the Hardy-Weinberg principle applied to a gene pool with two alleles.\n\n
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SUMMARY;LANGUAGE=en-GB:[Aalto AGC Seminar] Michael Yang | Completions to di
 screte probability distributions in scaled log-linear models | Mon 18.5. a
 t 14:15
DTSTART;TZID=FLE Standard Time:20260518T141500
DTEND;TZID=FLE Standard Time:20260518T150000
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PRIORITY:5
DTSTAMP:20260513T121329Z
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