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Regularmatchstickgraphs
Regularmatchstickgraphs
giovanna-bartolotta
Coverage:thepoint,revisitedWeareattemptingtodecidewhatmakesagoodtest.
Coverage:thepoint,revisitedWeareattemptingtodecidewhatmakesagoodtest.
yoshiko-marsland
AMeasurementStudyofInternetBottlenecksNingningHu,Li(Erran)Liy,Zhuoqin
AMeasurementStudyofInternetBottlenecksNingningHu,Li(Erran)Liy,Zhuoqin
faustina-dinatale
.SecantVarietiesofSegreVarietiesM.Catalisano,A.V.Geramita,A.Gimigliano
.SecantVarietiesofSegreVarietiesM.Catalisano,A.V.Geramita,A.Gimigliano
sherrill-nordquist
2PAULBALMERANDMARCOSCHLICHTING1.2.De nition.LetKbeanadditivecategory.T
2PAULBALMERANDMARCOSCHLICHTING1.2.De nition.LetKbeanadditivecategory.T
jane-oiler
Diversifying Top k results
Diversifying Top k results
myesha-ticknor
andthelatteristo ndtheleast`1-normsolutiontoanunder-determinedsystem.U
andthelatteristo ndtheleast`1-normsolutiontoanunder-determinedsystem.U
faustina-dinatale
De nition-Lemma23.3.SupposethegroupGactsonthesetS.Givens2SthesubsetH=f
De nition-Lemma23.3.SupposethegroupGactsonthesetS.Givens2SthesubsetH=f
sherrill-nordquist
BasicnotionsandnotationNon-randomovershootsA uctuationresultforrandomw
BasicnotionsandnotationNon-randomovershootsA uctuationresultforrandomw
ellena-manuel
2Paragraph1.Introduction[...]tomyselfIseemtohavebeenonlylikeaboyplayin
2Paragraph1.Introduction[...]tomyselfIseemtohavebeenonlylikeaboyplayin
trish-goza
IntroductionLetf:U!Xbeamapofschemes,andletp;q:UXU!Ubethetwoprojection
IntroductionLetf:U!Xbeamapofschemes,andletp;q:UXU!Ubethetwoprojection
debby-jeon
MA513:FormalLanguagesandAutomataTheory
MA513:FormalLanguagesandAutomataTheory
faustina-dinatale
2Throughoutthepaper,assumeXandYhave nitevariances,V(X)andV(Y):\Borel
2Throughoutthepaper,assumeXandYhave nitevariances,V(X)andV(Y):\Borel"w
natalia-silvester
6.895RandomnessandComputationApril30,2008Lecture22:TheLeftoverHashLemm
6.895RandomnessandComputationApril30,2008Lecture22:TheLeftoverHashLemm
stefany-barnette
tionalprogrammingfeatures,theprogrammerwritesherADS'sdatatypedenition
tionalprogrammingfeatures,theprogrammerwritesherADS'sdatatypedenition
calandra-battersby
PredicateLogicExample:Allmenaremortal.Socratesisaman.Socratesismort
PredicateLogicExample:Allmenaremortal.Socratesisaman.Socratesismort
phoebe-click
Lemma.LetXbeNCIS,f2KthenvY(f)=0forallbynitelymanyprimedivisorsYofX.P
Lemma.LetXbeNCIS,f2KthenvY(f)=0forallbynitelymanyprimedivisorsYofX.P
debby-jeon
MATH304LinearAlgebraLecture18:Rankandnullityofamatrix.
MATH304LinearAlgebraLecture18:Rankandnullityofamatrix.
yoshiko-marsland
2SHANKARAPAILOORconcludesection2.1byde ningthesenotions.Webeginsection
2SHANKARAPAILOORconcludesection2.1byde ningthesenotions.Webeginsection
debby-jeon
Figure1:ProblemDenition:Zero-shotlearningwithtextualdescription.Left:
Figure1:ProblemDenition:Zero-shotlearningwithtextualdescription.Left:
stefany-barnette
Mδshhθuτ, A.V., Mθnsγf, M.E. A
Mδshhθuτ, A.V., Mθnsγf, M.E. A
natalia-silvester
e court noted that, although the denition of product in the policy i
e court noted that, although the denition of product in the policy i
faustina-dinatale
Risk Prevention in Infusion TherapyDrug Incompatibility
Risk Prevention in Infusion TherapyDrug Incompatibility
stefany-barnette
e“ning what constitutes a for-est is not easy. Forest types diffe
e“ning what constitutes a for-est is not easy. Forest types diffe
pasty-toler