{
    "url": "https://mhesi.nrct.go.th/archives/s/mhesi_archives/item/6529",
    "o:resource_class": "dctype:Text",
    "dcterms:title": [
        "A convergence to infinity in Banach lattices"
    ],
    "dcterms:creator": [
        "Pairote Sattayatham"
    ],
    "dcterms:subject": [
        "Numbers, Real",
        "Mathematical analysis"
    ],
    "dcterms:description": [
        "The goal of this study is to generalize the concept of a convergence to infinity in the real field R to Banach lattices. Many possible definitions of a convergence to infinity in Banach lattices were presented. Moreover, a natural criterion was defined to determine\nthe best possible definition for generalization."
    ],
    "dcterms:publisher": [
        "National Research Council Thailand"
    ],
    "dcterms:date": [
        "1991"
    ],
    "dcterms:type": [
        "Text"
    ],
    "dcterms:format": [
        "pdf"
    ],
    "dcterms:source": [
        "Journal of National Research Council, Vol. 23, No. 2 July-December 1991, 31-39",
        "Library and Information Center, National Institute of Development Administration"
    ],
    "dcterms:language": [
        "en"
    ],
    "dcterms:coverage": [
        "สื่อและเอกสารเผยแพร่"
    ],
    "dcterms:rights": [
        "This is an open access document. You are free to Share and Use under the terms of the Creative commons license."
    ],
    "dcterms:alternative": [
        "การลู่เข้าสู่ค่าอนันต์ในแลตติชบานาค"
    ],
    "dcterms:created": [
        "2025-05-31"
    ],
    "dcterms:extent": [
        "9 leaves, 2.2 MB"
    ],
    "dcterms:accessRights": [
        "This document is distributed under the terms of the Creative Commons Attribution 4.0 International (CC-BY-NC-ND 4.0) and copyright of the Chulachomklao Royal Military Academy"
    ],
    "dcterms:license": [
        "This document is licensed under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License."
    ],
    "dcterms:rightsHolder": [
        "Ministry of Higher Education, Science, Research and Innovation"
    ]
},