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Cho, Perter J. (조재현)

Department
School of Natural Science(자연과학부)
Research Interests
Number theory, artin L-functions, extreme values, random matrix, zeros of L-functions
Lab
Lab for Number Theory and L-functions
E-Mail
petercho@unist.ac.kr
Website
http://www.math.unist.ac.kr/~petercho
This table browses all dspace content
Issue DateTitleAuthor(s)TypeViewAltmetrics
201712Universality of Artin L-functions in conductor aspectCho, Perter J.; Kim. Henry H.ARTICLE24 Universality of Artin L-functions in conductor aspect
201709Extreme residues of Dedekind zeta functionsCho, Perter J.; KIM, Henry H.ARTICLE21 Extreme residues of Dedekind zeta functions
201702Central limit theorem for Artin L-functionsCho, Perter J.; Kim, Henry H.ARTICLE375 Central limit theorem for Artin L-functions
201504Low lying zeros of Artin -functionsCho, Peter J.; Kim, Henry H.ARTICLE154 Low lying zeros of Artin -functions
2015n-Level Densities of Artin L-FunctionsCho, Peter J.; Kim, Henry H.ARTICLE202 n-Level Densities of Artin L-Functions
201412EFFECTIVE PRIME IDEAL THEOREM AND EXPONENTS OF IDEAL CLASS GROUPSCho, Peter J.; Kim, Henry H.ARTICLE225 EFFECTIVE PRIME IDEAL THEOREM AND EXPONENTS OF IDEAL CLASS GROUPS
201403THE STRONG ARTIN CONJECTURE AND LARGE CLASS NUMBERSCho, Peter JaehyunARTICLE207 THE STRONG ARTIN CONJECTURE AND LARGE CLASS NUMBERS
201312Application of the Strong Artin Conjecture to the Class Number ProblemCho, Peter J.; Kim, Henry H.ARTICLE304 Application of the Strong Artin Conjecture to the Class Number Problem
201312Probabilistic properties of number fieldsCho, Peter J.; Kim, Henry H.ARTICLE235 Probabilistic properties of number fields
201304Logarithmic derivatives of Artin L-functionsCho, Peter J.; Kim, Henry H.ARTICLE267 Logarithmic derivatives of Artin L-functions
201302SIMPLE ZEROS OF MAASS L-FUNCTIONSCho, Peter JaehyunARTICLE245 SIMPLE ZEROS OF MAASS L-FUNCTIONS
2012Dihedral and cyclic extensions with large class numbersCho, Peter J.; Kim, Henry H.ARTICLE265 Dihedral and cyclic extensions with large class numbers
201106Sum of three squares and class numbers of imaginary quadratic fieldsCho, Peter JaehyunARTICLE259 Sum of three squares and class numbers of imaginary quadratic fields

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