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THE JACOBIAN CONJECTURE IS TRUE

Year 2017, Issue: 16, 49 - 51, 01.05.2017

Kerimbayev Rashid Konyrbayevich

Abstract

THE JACOBIAN CONJECTURE IS TRUE

Year 2017, Issue: 16, 49 - 51, 01.05.2017

Kerimbayev Rashid Konyrbayevich

Abstract

– We are talking about famous the Jacobian conjecture. Let f and g be polynomials dependent from two variables over the field K zero characteristics,f(,y),g(,y)∈K[,y]..x,y),g(,y)∈x,y x,y)∈

Keywords

– Jecobian Conjecture Polynomial Maps

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Details

Other ID JA79FJ76JJ
Journal Section Research Article
Authors

Kerimbayev Rashid Konyrbayevich This is me

Publication Date May 1, 2017
Submission Date May 1, 2017
Published in Issue Year 2017 Issue: 16

Cite

APA Konyrbayevich, K. R. (2017). THE JACOBIAN CONJECTURE IS TRUE. Journal of New Theory(16), 49-51.
AMA Konyrbayevich KR. THE JACOBIAN CONJECTURE IS TRUE. JNT. May 2017;(16):49-51.
Chicago Konyrbayevich, Kerimbayev Rashid. “THE JACOBIAN CONJECTURE IS TRUE”. Journal of New Theory, no. 16 (May 2017): 49-51.
EndNote Konyrbayevich KR (May 1, 2017) THE JACOBIAN CONJECTURE IS TRUE. Journal of New Theory 16 49–51.
IEEE K. R. Konyrbayevich, “THE JACOBIAN CONJECTURE IS TRUE”, JNT, no. 16, pp. 49–51, May 2017.
ISNAD Konyrbayevich, Kerimbayev Rashid. “THE JACOBIAN CONJECTURE IS TRUE”. Journal of New Theory 16 (May 2017), 49-51.
JAMA Konyrbayevich KR. THE JACOBIAN CONJECTURE IS TRUE. JNT. 2017;:49–51.
MLA Konyrbayevich, Kerimbayev Rashid. “THE JACOBIAN CONJECTURE IS TRUE”. Journal of New Theory, no. 16, 2017, pp. 49-51.
Vancouver Konyrbayevich KR. THE JACOBIAN CONJECTURE IS TRUE. JNT. 2017(16):49-51.


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