The Experts below are selected from a list of 33 Experts worldwide ranked by ideXlab platform
Aziz Abdul - One of the best experts on this subject based on the ideXlab platform.
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BEBERAPA KARAKTERISTIK BARU PADA FUNGSI TERDEKATI
Department of Mathematics Faculty of Science and Mathematics Diponegoro University, 2019Co-Authors: Aziz Abdul, Solikhin Solikhin, Yd Sumanto, Utomo, Heri R. SoelistyoAbstract:Abstract. In this paper, discuss the relationship between approachable Function with Bounded Variations, measurement, and absolute continuity. Futhermore, If f is approachable Function of interval [a, b] then f is a Bounded Variation Function and f is a measurable Function of interval [a, b]. In relation with absolute continuity, if f is an absolute continuous of interval [a, b] then f is approachable Function of [a, b]. Abstrak. Pada artikel ini, digali keterkaitan antara fungsi terdekati dengan variasi terbatas, keterukuran, dan kekontinuan absolut. Selanjutnya diperoleh bahwa jika f adalah fungsi terdekati pada [a,b] maka f bervariasi terbatas dan terukur pada [a, b]. Dalam kaitannya dengan kekontinuan absolut diperoleh bahwa jika f adalah fungsi yang kontinu absolute pada [a,b] maka f adalah fungsi terdekati pada [a,b]
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BEBERAPA KARAKTERISTIK BARU PADA FUNGSI TERDEKATI
'Institute of Research and Community Services Diponegoro University (LPPM UNDIP)', 2019Co-Authors: Aziz Abdul, Sumanto Y.d., Solikhin Solikhin, Utomo, Roberus HeriAbstract:In this paper, discuss the relationship between approachable Function with Bounded Variations, measurement, and absolute continuity. Futhermore, If f is approachable Function of interval [a, b] then f is a Bounded Variation Function and f is a measurable Function of interval [a, b]. In relation with absolute continuity, if f is an absolute continuous of interval [a, b] then f is approachable Function of [a, b]
Utomo, Heri R. Soelistyo - One of the best experts on this subject based on the ideXlab platform.
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BEBERAPA KARAKTERISTIK BARU PADA FUNGSI TERDEKATI
Department of Mathematics Faculty of Science and Mathematics Diponegoro University, 2019Co-Authors: Aziz Abdul, Solikhin Solikhin, Yd Sumanto, Utomo, Heri R. SoelistyoAbstract:Abstract. In this paper, discuss the relationship between approachable Function with Bounded Variations, measurement, and absolute continuity. Futhermore, If f is approachable Function of interval [a, b] then f is a Bounded Variation Function and f is a measurable Function of interval [a, b]. In relation with absolute continuity, if f is an absolute continuous of interval [a, b] then f is approachable Function of [a, b]. Abstrak. Pada artikel ini, digali keterkaitan antara fungsi terdekati dengan variasi terbatas, keterukuran, dan kekontinuan absolut. Selanjutnya diperoleh bahwa jika f adalah fungsi terdekati pada [a,b] maka f bervariasi terbatas dan terukur pada [a, b]. Dalam kaitannya dengan kekontinuan absolut diperoleh bahwa jika f adalah fungsi yang kontinu absolute pada [a,b] maka f adalah fungsi terdekati pada [a,b]
Solikhin Solikhin - One of the best experts on this subject based on the ideXlab platform.
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BEBERAPA KARAKTERISTIK BARU PADA FUNGSI TERDEKATI
Department of Mathematics Faculty of Science and Mathematics Diponegoro University, 2019Co-Authors: Aziz Abdul, Solikhin Solikhin, Yd Sumanto, Utomo, Heri R. SoelistyoAbstract:Abstract. In this paper, discuss the relationship between approachable Function with Bounded Variations, measurement, and absolute continuity. Futhermore, If f is approachable Function of interval [a, b] then f is a Bounded Variation Function and f is a measurable Function of interval [a, b]. In relation with absolute continuity, if f is an absolute continuous of interval [a, b] then f is approachable Function of [a, b]. Abstrak. Pada artikel ini, digali keterkaitan antara fungsi terdekati dengan variasi terbatas, keterukuran, dan kekontinuan absolut. Selanjutnya diperoleh bahwa jika f adalah fungsi terdekati pada [a,b] maka f bervariasi terbatas dan terukur pada [a, b]. Dalam kaitannya dengan kekontinuan absolut diperoleh bahwa jika f adalah fungsi yang kontinu absolute pada [a,b] maka f adalah fungsi terdekati pada [a,b]
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BEBERAPA KARAKTERISTIK BARU PADA FUNGSI TERDEKATI
'Institute of Research and Community Services Diponegoro University (LPPM UNDIP)', 2019Co-Authors: Aziz Abdul, Sumanto Y.d., Solikhin Solikhin, Utomo, Roberus HeriAbstract:In this paper, discuss the relationship between approachable Function with Bounded Variations, measurement, and absolute continuity. Futhermore, If f is approachable Function of interval [a, b] then f is a Bounded Variation Function and f is a measurable Function of interval [a, b]. In relation with absolute continuity, if f is an absolute continuous of interval [a, b] then f is approachable Function of [a, b]
L U Yuejian - One of the best experts on this subject based on the ideXlab platform.
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approximation of Bounded Variation Function by the partial sum of the second chebyshev fourier series
Journal of Ningbo University, 2005Co-Authors: L U YuejianAbstract:A theorem on estimate of pointwise approximation of Bounded Variation Functions defined on by the partial sums of the second Chebyshev-Fourier series is obtained,and this theorem to monotonic type continuous Functions is applied.
Utomo, Roberus Heri - One of the best experts on this subject based on the ideXlab platform.
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BEBERAPA KARAKTERISTIK BARU PADA FUNGSI TERDEKATI
'Institute of Research and Community Services Diponegoro University (LPPM UNDIP)', 2019Co-Authors: Aziz Abdul, Sumanto Y.d., Solikhin Solikhin, Utomo, Roberus HeriAbstract:In this paper, discuss the relationship between approachable Function with Bounded Variations, measurement, and absolute continuity. Futhermore, If f is approachable Function of interval [a, b] then f is a Bounded Variation Function and f is a measurable Function of interval [a, b]. In relation with absolute continuity, if f is an absolute continuous of interval [a, b] then f is approachable Function of [a, b]