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    Solusi Periodik Dari Persamaan Korteweg De Vries (Kdv) Dengan Operator Bilinier Hirota

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    . Hirota bilinear operator (Hirota Method) is proposed to directly construct periodic wave solutions from Korteweg de Vries (KdV) equation. This solution can be expressed in terms of Jacobi Theta 4 (Θ4) functions, with dispersion relation yielded from degradation of biliear equation. Then, sinusoidal wave, Solitary, and Cnoidal can be reduced from this solution to asses certain of nome (q)
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