Ardavan Afshar

most citedTASTE: Temporal and Static Tensor Factorization for Phenotyping Electronic Health Records

7 citations · 7 across the 2 of their papers we have counts for

collaborators

3 papers

math.NT2020

A "Proto-Pellet's Formula" for the Möbius Function

Ardavan Afshar

We give a short proof of "Pellet's Formula" for the Möbius Function on $F_{q} [T]$ , deriving an intermediate formula (which we call "Proto-Pellet's Formula") along the way. W…

math.NT2020

Highly Composite Polynomials and the maximum order of the Divisor Function in $F_{q} [t]$

Ardavan Afshar

We investigate the analogues, in $F_{q} [t]$ , of highly composite numbers and the maximum order of the divisor function, as studied by Ramanujan. In particular, we determine…

cs.LG2019★ 7 cited

TASTE: Temporal and Static Tensor Factorization for Phenotyping Electronic Health Records

Ardavan Afshar, Ioakeim Perros, Haesun Park +5

Phenotyping electronic health records (EHR) focuses on defining meaningful patient groups (e.g., heart failure group and diabetes group) and identifying the temporal evolution of p…

A "Proto-Pellet's Formula" for the Möbius Function

Highly Composite Polynomials and the maximum order of the Divisor Function in Fq​[t]

TASTE: Temporal and Static Tensor Factorization for Phenotyping Electronic Health Records

Highly Composite Polynomials and the maximum order of the Divisor Function in $F_{q} [t]$