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Journal : M A T H L I N E : Jurnal Matematika dan Pendidikan Matematika

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Kernel and Properties In Up Translate and Down Translate Intuitionistic Ring Fuzzy: Kernel dan Sifatnya pada Translasi Naik dan Turun Ring Fuzzy Intuitionistik Pratama, Dian
Mathline : Jurnal Matematika dan Pendidikan Matematika Vol. 7 No. 1 (2022): Mathline : Jurnal Matematika dan Pendidikan Matematika
Publisher : Universitas Wiralodra

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.31943/mathline.v7i1.257

Abstract

Intuitionistic fuzzy ring is a generalized of ring combined with intuitionistic fuzzy sets. It also has impact on ideal so it become intuitionistic fuzzy ideal. The existence of the generalization process, needs to be studied about the properties of kernel at ring homomorphism in which we know that the kernel of a ring homomorphism is ideal. In addition, the study of fuzzy sets there are operators that are subject to membership and non membership functions. One of the known operators is up translates. This research examines the structure of the kernel at homomorphism rings in fuzzy intuitionistic rings. After that the structure of the kernel is also examined if the intuitionistic fuzzy ring is subjected to an up translates operator.
Co-Authors Afifah Hayati Agung Abadi Kiswandono Andriawan, Nofel Bahtiar, Bari Bakar, Maharani Abu Cahyani, Meilinda Dwi Charisma, Ilmiyatul Fitri Ika Purnamasari Irsalinda, Nursyiva Mardikaningsih, Agusti Mu’arifuddin, Moh. Ali Natasha, Kinanti Naya Noercholis, Dimas Fajar Pamungkas, Bintang Jati Piliang, Putri Hasanah Pirdaus, Purna R Fenny Syafariani Rahman, MIftahur Ratna Juliasih, Ni Luh Gede Raunaq, Ulya Salisa Rina Wati Rumahorbo, Ruth Debora Simangunsong, Winda Helena Sinaga, Yosua Solafide Sitepu, Maria Maharani Sofiyati, noor Tariga, Gema Persada Triyanto, Aripin US, SUPARDI Utama, Anak Agung Gde Satria