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ORGANIZER;CN="Satterfield, Mary Ann":mailto:msaterfi@purdue.edu
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 @ecn.purdue.edu:mailto:ecefaculty@ecn.purdue.edu
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ATTENDEE;ROLE=REQ-PARTICIPANT;PARTSTAT=NEEDS-ACTION;RSVP=TRUE;CN='CE Area F
 aculty':mailto:ececompfaculty-list@ecn.purdue.edu
ATTENDEE;ROLE=REQ-PARTICIPANT;PARTSTAT=NEEDS-ACTION;RSVP=TRUE;CN="Sundaram, 
 Shreyas":mailto:sundara2@purdue.edu
ATTACH:CID:image001.png@01D818E3.C0A87D20
DESCRIPTION;LANGUAGE=en-US:Host:  Maggie Zhu ~ zhu0@purdue.edu<mailto:zhu0@
 purdue.edu>\n\nFaculty Candidate Seminar – Autonomous and Connected Syst
 ems\n\n[cid:image001.png@01D818E3.C0A87D20]Luana Ruiz\nPh.D. Candidate\nDe
 pt. of Electrical and Systems Engineering\nUniversity of Pennsylvania\n\nT
 hursday\, Feb. 10\, 2022\nPresentation:  10:30 A.M. – 11:30 A.M.\nQ & A:
   11:30 A.M. – 12:00 P.M.\nPurdue Graduate Student Center\n504 Northwest
 ern Ave. ~ Room 105A & B\nhttps://purdue-edu.zoom.us/meeting/93351017078\n
 \nMachine Learning on Large-Scale Graphs\n\n\nAbstract:  Graph neural netw
 orks (GNNs) are successful at learning representations from most types of 
 network data but suffer from limitations in large graphs\, which do not ha
 ve the Euclidean structure that time and image signals have in the limit. 
 Yet\, large graphs can often be identified as being similar to each other 
 in the sense that they share structural properties. Indeed\, graphs can be
  grouped in families converging to a common graph limit -- the graphon. A 
 graphon is a bounded symmetric kernel which can be interpreted as both a r
 andom graph model and a limit object of a convergent sequence of graphs. G
 raphs sampled from a graphon almost surely share structural properties in 
 the limit\, which implies that graphons describe families of similar graph
 s. We can thus expect that processing data supported on graphs associated 
 with the same graphon should yield similar results. In my research\, I for
 malize this intuition by showing that the error made when transferring a G
 NN across two graphs in a graphon family is small when the graphs are suff
 iciently large. This enables large-scale graph machine learning by transfe
 rence: training GNNs on moderate-scale graphs and executing them on large-
 scale graphs.\n\n\n\nBio:  Luana Ruiz received the B.Sc. degree in electri
 cal engineering from the University of São Paulo\, Brazil\, and the M.Eng
 . degree in electrical engineering from the École Supérieure d'Electrici
 té (now CentraleSupélec)\, France\, in 2017. She is currently a Ph.D. ca
 ndidate with the Department of Electrical and Systems Engineering at the U
 niversity of Pennsylvania. Her primary research interests are in large-sca
 le graph machine learning and the mathematical foundations of deep learnin
 g. Luana was awarded an Eiffel Excellence scholarship from the French Mini
 stry for Europe and Foreign Affairs between 2013 and 2015\, and nominated 
 an iREDEFINE fellow in 2019 and a MIT EECS Rising Star in 2021. She has al
 so received two Best Student Paper awards at the European Signal Processin
 g Conference (EUSIPCO)\, in 2019 and 2021.\n
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SUMMARY;LANGUAGE=en-US:ACS Faculty Candidate Luana Ruiz\, PhD Candidate. UP
 enn:  Machine Learning on Large-Scale Graphs
DTSTART;TZID=Eastern Standard Time:20220210T103000
DTEND;TZID=Eastern Standard Time:20220210T120000
CLASS:PUBLIC
PRIORITY:5
DTSTAMP:20220203T145311Z
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STATUS:CONFIRMED
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