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DOAJ Open Access 2025

USING A MONOTONE SEQUENCE OF FUNCTIONS TO DETERMINE THE SHORTEST ARC LENGTH OF CIRCLES CONNECTED ANY TWO POINTS ON SPHERE

Muhammad Kabil Djafar La Ode Safiuddin Lilis Laome Norma Muhtar Herdi Budiman +5 lainnya
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Abstrak

This paper discusses about arc length of circles that connected any two points on a sphere. On a sphere, there are infinitely many circles that connect any two points. Using a monotone sequence of functions, we can show that the shortest arc length of circle that connect any two points on sphere is the circle with its center at the origin.

Topik & Kata Kunci

Probabilities. Mathematical statistics

Penulis (10)

M

Muhammad Kabil Djafar

L

La Ode Safiuddin

L

Lilis Laome

N

Norma Muhtar

H

Herdi Budiman

E

Edi Cahyono

L

La. Gubu

A

Alfian Alfian

I

Indra Alamsyah

A

Askar Kohalsum

Format Sitasi

APA MLA BibTeX
Djafar, M.K., Safiuddin, L.O., Laome, L., Muhtar, N., Budiman, H., Cahyono, E. et al. (2025). USING A MONOTONE SEQUENCE OF FUNCTIONS TO DETERMINE THE SHORTEST ARC LENGTH OF CIRCLES CONNECTED ANY TWO POINTS ON SPHERE. https://doi.org/10.30598/barekengvol19iss3pp1923-1932

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Informasi Jurnal
Tahun Terbit
2025
Sumber Database
DOAJ
DOI
10.30598/barekengvol19iss3pp1923-1932
Akses
Open Access ✓