Hong-Yeop Song

Hong-Yeop Song

Yonsei University

Professor

School of Electrical and Electronic Engineering

Lab Overview

We are currently looking for new members to our group. Exciting research opportunities for graduate students and post-doc candidates are now open!

Research Area

  • #Discrete mathematics
  • #Mathematics
  • #Computer science
  • #Combinatorics
  • #Real-time computing
  • #Communication channel
  • #Performance improvement
  • #Interference (wave propagation)
  • #Upper and lower bounds
  • #Correlation

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Graduate student

Postdoctoral Researcher

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Related papers to
‘ Discrete mathematics ‘ : 6

  • Binary Locally Repairable Codes With Minimum Distance at Least Six Based on Partial $t$ -Spreads

    2017/08

    2.7 Impact Factor

    17 citations

    Mi-Young Nam, Hong Yeop Song

    DOI : 10.1109/LCOMM.2017.2697424

    • #Mathematics
    • #Discrete mathematics
    • #Combinatorics
    • #Binary number
    • #Upper and lower bounds
    • #Locality
    • #Maintenance engineering
    • #Frequency modulation
    • #Binary code

All papers authored by
‘ Hong-Yeop Song ’ : 9

  • Binary Locally Repairable Codes With Minimum Distance at Least Six Based on Partial $t$ -Spreads

    2017/08
    IEEE COMMUNICATIONS LETTERS

    2.7 Impact Factor

    17 citations

    Mi-Young Nam, Hong Yeop Song

    DOI : 10.1109/LCOMM.2017.2697424

    • #Mathematics
    • #Discrete mathematics
    • #Combinatorics
    • #Binary number
    • #Upper and lower bounds
    • #Locality
    • #Maintenance engineering
    • #Frequency modulation
    • #Binary code

Related papers to
‘ Discrete mathematics ‘ : 6

  • Binary Locally Repairable Codes With Minimum Distance at Least Six Based on Partial $t$ -Spreads

    2017/08
    IEEE COMMUNICATIONS LETTERS

    2.7 Impact Factor

    17 citations

    Mi-Young Nam, Hong Yeop Song

    DOI : 10.1109/LCOMM.2017.2697424

    • #Mathematics
    • #Discrete mathematics
    • #Combinatorics
    • #Binary number
    • #Upper and lower bounds
    • #Locality
    • #Maintenance engineering
    • #Frequency modulation
    • #Binary code
  • Optimal Families of Perfect Polyphase Sequences From the Array Structure of Fermat-Quotient Sequences

    2016/02
    IEEE TRANSACTIONS ON INFORMATION THEORY

    2.7 Impact Factor

    16 citations

    Ki-Hyeon Park, Hong Yeop Song, Dae San Kim, Solomon W. Golomb

    DOI : 10.1109/TIT.2015.2511780

    • #Mathematics
    • #Discrete mathematics
    • #Combinatorics
    • #Bounded function
    • #Periodic graph (geometry)
    • #Quotient
    • #Polyphase system
    • #Array data structure
    • #Fermat's Last Theorem
    • #Complementary sequences
    • #Fermat quotient

Looking for

Graduate student

Postdoctoral Researcher

Get access to
Contact information

Log in

All papers authored by
‘ Hong-Yeop Song ’ : 9

  • Binary Locally Repairable Codes With Minimum Distance at Least Six Based on Partial $t$ -Spreads

    2017/08
    IEEE COMMUNICATIONS LETTERS

    2.7 Impact Factor

    17 citations

    Mi-Young Nam, Hong Yeop Song

    DOI : 10.1109/LCOMM.2017.2697424

    • #Mathematics
    • #Discrete mathematics
    • #Combinatorics
    • #Binary number
    • #Upper and lower bounds
    • #Locality
    • #Maintenance engineering
    • #Frequency modulation
    • #Binary code
  • Optimal Families of Perfect Polyphase Sequences From the Array Structure of Fermat-Quotient Sequences

    2016/02
    IEEE TRANSACTIONS ON INFORMATION THEORY

    2.7 Impact Factor

    16 citations

    Ki-Hyeon Park, Hong Yeop Song, Dae San Kim, Solomon W. Golomb

    DOI : 10.1109/TIT.2015.2511780

    • #Mathematics
    • #Discrete mathematics
    • #Combinatorics
    • #Bounded function
    • #Periodic graph (geometry)
    • #Quotient
    • #Polyphase system
    • #Array data structure
    • #Fermat's Last Theorem
    • #Complementary sequences
    • #Fermat quotient

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