2018
DOI: 10.35799/jis.18.2.2018.21555
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Cubic and Quadratic Polynomial on Julia Set With Trigonometric Function

Abstract: CUBIC AND QUADRATIC POLYNOMIAL ON JULIA SET WITH TRIGONOMETRIC FUNCTIONABSTRACTJulia set are defined by iterating a function of a complex number and is generated from the iterated function . We investigate in this paper the complex dynamics of different functions and applied iteration function system to generate an entire new class of julia set. The purpose of this research is to make variation of Cubic and Quadratic polynomial on Julia Set and the two obvious to investigate from julia set are Sine and Cosine … Show more

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Cited by 2 publications
(3 citation statements)
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“…Both 1-and 4-nitropyrene (1-and 4-NPYR, respectively) have been detected in laboratory settings as the major products of PYR in the gas-and particle-phases, respectively. The formations of disubstituted PYR (1,1,and 1,) in the gas-phase also reflects this.…”
Section: Alie-based Prediction Of Pah Reactivitymentioning
confidence: 78%
“…Both 1-and 4-nitropyrene (1-and 4-NPYR, respectively) have been detected in laboratory settings as the major products of PYR in the gas-and particle-phases, respectively. The formations of disubstituted PYR (1,1,and 1,) in the gas-phase also reflects this.…”
Section: Alie-based Prediction Of Pah Reactivitymentioning
confidence: 78%
“…Kodri dan Titaley (2017), melakukan penelitian tentang menggabungkan variasi motif batik khas minahasa dengan variasi motif baru yang berbasis Julia Set dan hasilnya menunjukan bahwa dengan memilih bilangan kompleks = + dengan nilai −2 ≤ ≤ 2 dan −2 ≤ ≤ 2 dapat menghasilkan motif Julia set yang menarik. Penelitian selanjutnya tentang mencari kelas baru Julia set dengan fungsi polinomial kubik dan kuadratik dengan fungsi sinus dan kosinus secara teoritis dan hasil akhirnya adalah menemukan inovatif baru dari Julia Set dengan menggunakan fungsi trigonometri [8].…”
Section: Pendahuluanunclassified
“…( ) = + Dimana , ∈ ℂ dan adalah konstanta. Barisan bilangan kompleks , ( ), ( ), … , ( ), yang terbentuk disebut orbit [8].…”
Section: Julia Setunclassified