7 research outputs found

    Non-Newtonian Comment of Lebesgue Measure in Real Numbers

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    We would like to generalize to non-Newtonian real numbers the usual Lebesgue measure in real numbers. For this purpose, we introduce the Lebesgue measure on open and closed sets in non-Newtonian sense and examine their basic properties

    Non-Newtonian Comment of Lebesgue Measure in Real Numbers

    No full text
    We would like to generalize to non-Newtonian real numbers the usual Lebesgue measure in real numbers. For this purpose, we introduce the Lebesgue measure on open and closed sets in non-Newtonian sense and examine their basic properties

    On a New Space of Double Sequences

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    We introduce a new space of double sequences related to -absolute convergent double sequence space, combining an Orlicz function and an infinity double matrix. We study some properties of and obtain some inclusion relations involving

    ON NEW CESARO-ORLICZ DOUBLE DIFFERENCE SEQUENCE SPACE

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    The aim of this paper is to introduce the Cesaro-Orlicz double difference sequence space Ces_M^{(2)}(â–³, p). We study some topological properties of this space and give some inclusion relation
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