Sangtae Jeong - Concepedia

Author

Sangtae Jeong

Inha University

Also Known As

Jeong, Sangtae, Sang-Tae Jeong, SangTae Jeong, Sangtae Jeong

Publications

254

Citations

H-Index

Concepts

All Affiliations

Inha University Korea University

About

Sangtae Jeong is an author at Inha University specializing in functional analysis, approximation theory, and engineering.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Functional Analysis	6	6	97
2	Approximation Theory	2	2	24
3	Engineering	1	1	11

Sangtae Jeong

Publications

133

Citations

H-Index

Page 1

	Year	Citations
Toward the ergodicity of p-adic 1-Lipschitz functions represented by the van der Put series Sangtae Jeong Journal of Number Theory Analytic Number TheoryFunctional AnalysisP-adic 1-Lipschitz Functions	2013	33
On explicit formulae for Bernoulli numbers and their counterparts in positive characteristic Sangtae Jeong, Min-Soo Kim, Jin-Woo Son Journal of Number Theory Explicit FormulaePositive CharacteristicAnalytic Number TheoryAnalytic CombinatoricsAsymptotic Formula	2005	23
Calculus in positive characteristic p Sangtae Jeong Journal of Number Theory Generalized FunctionPotential TheoryPositive Characteristic PFunctional AnalysisCalculus Of Variation	2011	18
A Comparison of the Carlitz and Digit Derivatives Bases in Function Field Arithmetic Sangtae Jeong Journal of Number Theory Computational Number TheoryValidated NumericsDigit Derivatives BasesFinite FieldAnalytic Number Theory	2000	13
Measure-preservation criteria for a certain class of 1-Lipschitz functions on $Z_p$ in Mahler's expansion Chunlan Li, Sangtae Jeong Discrete and Continuous Dynamical Systems Geometry Of NumberMeasure-preservation CriteriaCertain Class1-Lipschitz FunctionsAnalytic Number Theory	2017	13
Hyperdifferential Operators and Continuous Functions on Function Fields Sangtae Jeong Journal of Number Theory Generalized FunctionFunction TheoryFunctional AnalysisHyperdifferential OperatorsNonlinear Functional Analysis	2001	11
Continuous Linear Endomorphisms and Difference Equations over the Completion of Fq[T] Sangtae Jeong Journal of Number Theory Continuous Linear EndomorphismsDifference EquationsFunctional Analysis	2000	11
Criteria of measure-preservation for 1-Lipschitz functions on F[[T]] in terms of the van der Put basis and its applications Youngho Jang, Sangtae Jeong, Chunlan Li Finite Fields and Their Applications Measure TheoryEngineering1-Lipschitz FunctionsFunctional AnalysisApproximation Theory	2015	11

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