57 PINK ISTVÁN_ NUMBER OF SOLUTIONS TO A SPECIAL TYPE OF UNIT EQUATIONS IN TWO UNKN 1:19:49 RUZSA IMRE_ HÉZAGOS BEURLING 51:34 ZÁBRÁDI GERGELY_ THE SUP-NORM PROBLEM FOR AUTOMORPHIC CUSP FORMS OF PGL(N,Z[I]), 1:40:34 EMMANUEL KOWALSKI_ SIDON SETS IN ALGEBRAIC GEOMETRY 1:...
We consider a diagonal equation, which can be reduced to the form[x_1^2+cdots+x_{n-2}^2+x_{n-1}^k+x_n^k=0,]over a finite field of characteristic p > 2. In 1997, Sun obtained the explicit formula for the number of solutions to an equation of this type when n is even. ...
57 PINK ISTVÁN_ NUMBER OF SOLUTIONS TO A SPECIAL TYPE OF UNIT EQUATIONS IN TWO UNKN 1:19:49 RUZSA IMRE_ HÉZAGOS BEURLING 51:34 ZÁBRÁDI GERGELY_ THE SUP-NORM PROBLEM FOR AUTOMORPHIC CUSP FORMS OF PGL(N,Z[I]), 1:40:34 EMMANUEL KOWALSKI_ SIDON SETS IN ALGEBRAIC GEOMETRY 1:...
T. Tambour, The number of solutions of some equations in finite groups and a new proof of Itos theorem, Commun. Algebra 28(11) (2000) 5353- 5362.T. Tambour. The number of solutions of some equations in finite groups and a new proof of ito's theorem. Comm. Algebra, 28:5353-5361, ...
The number of solutions of the equation |y|=cosxandy=cot−1(cotx) in (−3π2,5π2) is Video SolutionText SolutionGenerated By DoubtnutGPT To solve the equation |y|=cosx and y=cot−1(cotx) in the interval (−3π2,5π2), we will analyze both equations step by step. Step...
The number of solution satisfying the equations tan 4theta=cot 5theta ... 02:44 सिद्ध कीजिए की sin theta+sin 2theta+sin 4theta+sin 5theta= 4cos ""thet... 04:31 lim ( theta to 0) ( sin 5theta)/( tan 4theta) 01:39 सिद्ध क...
Chen, S. and Li, N. (2007). On a Conjecture about the Number of Solutions to Linear Diophantine Equations with a Positive Integer Parameter. Available at http://www.citebase.org/abstract?id=oai:arXiv.org:0710.0177On a Conjecture about the Number of Solutions to Linear Diophantine Equations...
Lachaud, Number of solutions of equations over finite fields and a conjecture of Lang and Weil. Number theory and discrete mathematics, 269-291, Birkh¨auser Basel, 2002.S. R. Ghorpade, G. Lachaud, Number of solutions of equations over finite fields and a conjecture of Lang and Weil, ...
Find the values ofandfor which the following system of equations has infinitely many solutions:x+2y=1x+2y=1(a−b)x+(a+b)y=a+b−2(a−b)x+(a+b)y=a+b−2 Kickstart YourCareer Get certified by completing the course Get Started ...
The proofs of these sharp results are very detailed. The tools are elementary, except for estimates for two or three logarithms of algebraic numbers. 展开 关键词: Pillai's equation Exponential Diophantine equations DOI: 10.5802/jtnb.832 被引量: 5 ...