Ikuti
Iwan Ernanto
Iwan Ernanto
Department of Mathematics, Faculty of Mathematics and Natural Sciences, Universitas Gadjah Mada
Email yang diverifikasi di ugm.ac.id - Beranda
Judul
Dikutip oleh
Dikutip oleh
Tahun
Generalized arithmetic staircase graphs and their total edge irregularity strengths
Y Susanti, S Wahyuni, A Sutjijana, S Sutopo, I Ernanto
Symmetry 14 (9), 1853, 2022
42022
Arithmetic modules over generalized Dedekind domains
IE Wijayanti, H Marubayashi, I Ernanto, Sutopo
Journal of Algebra and Its Applications 21 (03), 2250045, 2022
32022
Positively Graded Rings which are Unique Factorization Rings
I Ernanto, H Marubayashi, A Ueda, S Wahyuni
Vietnam Journal of Mathematics 49 (4), 1037 - 1041, 2021
32021
Finitely generated torsion-free modules over integrally closed domains
IE Wijayanti, H Marubayashi, I Ernanto, Sutopo
Communications in Algebra 48 (8), 3597-3607, 2020
32020
On some new edge odd graceful graphs
Y Susanti, I Ernanto, B Surodjo
AIP Conference Proceedings 2192 (1), 2019
32019
Strongly graded rings which are maximal orders
H Marubayashi, S Wahyuni, IE Wijayanti, I Ernanto
Sci. Math. Jpn 82, 207-210, 2019
32019
On unique factorization modules: a submodule approach
S Wahyuni, H Marubayashi, I Ernanto, IPY Prabhadika
Axioms 11 (6), 288, 2022
22022
Strongly graded rings which are generalized Dedekind rings
S Wahyuni, H Marubayashi, I Ernanto, Sutopo
Journal of Algebra and Its Applications 19 (03), 2050043, 2020
12020
Strongly graded rings which are Krull rings
IE Wijayanti, H MARUBAYASHİ, İ ERNANTO
International Electronic Journal of Algebra 25 (25), 120-128, 2019
12019
IDEMPOTENT ELEMENTS IN MATRIX RING OF ORDER 2 OVER POLYNOMIAL RING
MC Arifin, I Ernanto
Journal of Fundamental Mathematics and Applications (JFMA) 6 (2), 136-147, 2023
2023
Elemen Idempoten pada Ring Matriks Ordo 2 atas Ring Polinomial Z_ {p^ 2q}[x]
MC Arifin, I Ernanto
Seminar Nasional Matematika, Statistika dan Aplikasinya (SNMSA) Tahun 2023, 2023
2023
SOME CARTESIAN PRODUCTS OF A PATH AND PRISM RELATED GRAPHS THAT ARE EDGE ODD GRACEFUL
Y Susanti, I Ernanto, A Sutjijana, S Sidiq
Journal of Fundamental Mathematics and Applications (JFMA) 4 (2), 213-227, 2021
2021
SIFAT-SIFAT RING FAKTOR YANG DILENGKAPI DERIVASI
I Ernanto
Journal of Fundamental Mathematics and Applications (JFMA) 1 (1), 12-21, 2018
2018
MODUL YANG DIBANGUN OLEH MODUL ATAS GELANGGANG DERET PANGKAT TERGENERALISASI
I ERNANTO, B Surodjo
Universitas Gadjah Mada, 2015
2015
LIE IDEAL DAN DERIVASI PADA RING PRIMA DENGAN KARAKTERISTIK TIDAK SAMA DENGAN DUA; LIE IDEAL AND DERIVATION IN PRIME RING OF CHARACTERISTIC NOT 2
I Ernanto
Universitas Gadjah Mada, 2013
2013
Strongly Graded Modules and Positively Graded Modules which are Unique Factorization Modules
I ERNANTO, IE WIJAYANTI
International Electronic Journal of Algebra, 1-15, 0
Sistem tidak dapat melakukan operasi ini. Coba lagi nanti.
Artikel 1–16