S. Subburam

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All published works

Action	Title	Year	Authors
+ PDF Chat	On the Ternary Exponential Diophantine Equation Equating a Perfect Power and Sum of Products of Consecutive Integers	2021	S. Subburam Lewis Nkenyereye N. Anbazhagan S. Amutha M. Kameswari Woong Cho Gyanendra Prasad Joshi
+	Norm form Diophantine equation	2021	S. Subburam
+	A note on the Diophantine equation $$(x + a_1)^{r_1} + (x + a_2)^{r_2} + \cdots + (x + a_m)^{r_m} = y^n$$	2019	S. Subburam
+	On the Diophantine equations f (x) = g(y)	2019	S. Subburam Jagmohan Tanti
+	On the Diophantine equation $${y^{p} = \frac{f(x)}{g(x)}}$$ y p = f ( x ) g ( x )	2018	S. Subburam Alain Togbé
+	On the Diophantine equation $$\displaystyle \prod \nolimits _{i \le m}(d_iy + q_{i}) = f(x)$$ ∏ i ≤ m ( d i y + q i ) = f ( x )	2018	R. Srikanth S. Subburam
+	On the diophantine equation $$la^x + mb^y = nc^z$$ l a x + m b y = n c z	2018	S. Subburam
+ PDF Chat	On the Diophantine equation $y^{p} = f(x_{1}, x_{2}, ..., x_{r})$	2017	R. Srikanth S. Subburam
+	On the diophantine equation $$ax^{3} + by + c = xyz$$ a x 3 + b y + c = x y z	2016	S. Subburam Alain Togbé
+	A note on the Erdős–Straus conjecture	2015	S. Subburam Alain Togbé
+ PDF Chat	On the diophantine equation $ax^{3} + by + c = xyz$	2015	S. Subburam Ravindrananathan Thangadurai
+	The diophantine equation $${(y + q_{1})(y + q_{2})\cdots(y + q_{m}) = f(x)}$$ ( y + q 1 ) ( y + q 2 ) ⋯ ( y + q m ) = f ( x )	2015	S. Subburam
+	On Erdős–Wood’s conjecture	2015	S. Subburam R. Thangadurai
+	THE DIOPHANTINE EQUATION (y + q1)(y + q2)···(y + qm )= f(x)	2015	S. Subburam
+	On the positive integral solutions of the Diophantine equation x 3+by+1−xyz=0	2013	S. Subburam

Common Coauthors

Coauthor	Papers Together
Alain Togbé	3
R. Srikanth	2
M. Kameswari	1
R. Thangadurai	1
N. Anbazhagan	1
Gyanendra Prasad Joshi	1
Woong Cho	1
Jagmohan Tanti	1
Lewis Nkenyereye	1
S. Amutha	1
Ravindrananathan Thangadurai	1

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+	ESTIMATES FOR THE SOLUTIONS OF CERTAIN DIOPHANTINE EQUATIONS BY RUNGE'S METHOD	2008	A. Sankaranarayanan N. Saradha	5
+	The diophantine equation $${(y + q_{1})(y + q_{2})\cdots(y + q_{m}) = f(x)}$$ ( y + q 1 ) ( y + q 2 ) ⋯ ( y + q m ) = f ( x )	2015	S. Subburam	4
+ PDF Chat	On the Diophantine Equation <i>n</i>(<i>n</i> + <i>d</i>) · · · (<i>n</i> + (<i>k</i> − 1)<i>d</i>) = <i>by</i><sup><i>l</i></sup>	2004	Kálmán Győry Lajos Hajdu N. Saradha	4
+ PDF Chat	On the equation 𝑌²=𝑋(𝑋²+𝑝)	1984	Andrew Bremner J. W. S. Cassels	4
+	Bounds for the solutions of the hyperelliptic equation	1969	A. Baker	4
+ PDF Chat	A quantitative version of Runge's theorem on diophantine equations	1992	Peter Walsh	3
+ PDF Chat	Divisors in residue classes	1984	H. W. Lenstra	3
+	Positive solutions of the diophantine equation	1981	W. R. Utz	3
+	Exponential Diophantine Equations	1986	T. N. Shorey R. Tijdeman	3
+ PDF Chat	A simple method for solving the diophantine equation Y 2 = X 4 + aX 3 + bX 2 + cX + d	1999	Dimitrios Poulakis	2
+	On the equation f(x + 1)...f(x + k)=f(y + 1)...f(y + mk)	1993	R. Balasubramanian T. N. Shorey	2
+	The Diophantine equation<mml:math xmlns:mml="http://www.w3.org/1998/Math/MathML" altimg="si1.gif" overflow="scroll"><mml:mo stretchy="false">(</mml:mo><mml:mi>a</mml:mi><mml:msup><mml:mrow><mml:mi>x</mml:mi></mml:mrow><mml:mrow><mml:mi>k</mml:mi></mml:mrow></mml:msup><mml:mo>−</mml:mo><mml:mn>1</mml:mn><mml:mo stretchy="false">)</mml:mo><mml:mo stretchy="false">(</mml:mo><mml:mi>b</mml:mi><mml:msup><mml:mrow><mml:mi>y</mml:mi></mml:mrow><mml:mrow><mml:mi>k</mml:mi></mml:mrow></mml:msup><mml:mo…	2013	Zhongfeng Zhang	2
+ PDF Chat	Algorithm to solve certain ternary quartic Diophantine equations	2013	László Szalay	2
+ PDF Chat	On the Diophantine equation F(x)=G(y)	2003	Sz. Tengely	2
+	On the positive integral solutions of the Diophantine equation .	2008	Florian Luca Alain Togbé	2
+	On the positive integral solutions of the Diophantine equation x 3+by+1−xyz=0	2013	S. Subburam	2
+ PDF Chat	Corrections to "A quantitative version of Runge's theorem on diophantine equations" (Acta Arith. 62 (1992), 157-172)	1995	Peter Walsh	2
+ PDF Chat	On the diophantine equation $ax^{3} + by + c = xyz$	2015	S. Subburam Ravindrananathan Thangadurai	2
+ PDF Chat	A note on the integer solutions ofhyperelliptic equations	1995	LE Mao-hua	2
+ PDF Chat	Egyptian fractions with restrictions	2012	Yong-Gao Chen Christian Elsholtz Jiang Lili	1
+ PDF Chat	On the class number one problem for nonnormal quartic {CM}-fields	1994	Stéphane Louboutin	1
+	Sur l'équation diophantienne	1999	Yann Bugeaud Maurice Mignotte	1
+	Topics in algebra	1964	I. N. Herstein	1
+ PDF Chat	Sums of $k$ unit fractions	2001	Christian Elsholtz	1
+ PDF Chat	Linear forms in two logarithms and interpolation determinants II	2008	Laurent Michel	1
+	On 4/n=1/x + 1/y + 1/z and Iwaniec′ Half Dimensional Sieve	1994	J. Sander	1
+	On a problem of Erdös, Straus and Schinzel	1970	R. C. Vaughan	1
+	Counting the number of solutions to the Erdos-Straus equation on unit fractions	2011	Christian Elsholtz Terence Tao	1
+ PDF Chat	None	1997	Yann Bugeaud	1
+	Generalization of Ruderman's Problem to Imaginary Quadratic Fields	2012	Robert John Rundle	1
+	The estimate for mean values on prime numbers relative to $\frac{4} {p} = \frac{1} {{n_1 }} + \frac{1} {{n_2 }} + \frac{1} {{n_3 }} $	2011	Chaohua Jia	1
+ PDF Chat	Sur une classe d’équations exponentielles	1958	Trygve Nagell	1
+ PDF Chat	Power values of sums of products of consecutive integers	2016	Lajos Hajdu Shanta Laishram Szabolcs Tengely	1
+ PDF Chat	On a Theorem of Rav Concerning Egyptian Fractions	1975	William A. Webb	1
+	The superelliptic equation	1986	T. N. Shorey R. Tijdeman	1
+	Integer points on curves of genus 1	1992	Wolfgang M. Schmidt	1
+	THE DIOPHANTINE EQUATION (y + q1)(y + q2)···(y + qm )= f(x)	2015	S. Subburam	1
+	Zeros of polynomials and exponential diophantine equations	1987	Β. Brindza	1
+ PDF Chat	New applications of Diophantine approximations to Diophantine equations.	1976	T. N. Shorey R. Tijdeman	1
+	Number Theory III	1991	Serge Lang	1
+	Über die obere Schranke des absoluten Betrages der Wurzeln einer algebraischen Gleichung	1916	Matsusaburô Fujiwara	1
+ PDF Chat	A note on ternary purely exponential diophantine equations	2015	Yongzhong Hu LE Mao-hua	1
+ PDF Chat	An upper bound for the number of solutions of ternary purely exponential diophantine equations	2017	Yongzhong Hu LE Mao-hua	1
+ PDF Chat	On the Diophantine equation $k/n=a_1/x_1+a_2/x_2+a_3/x_3$	1976	William A. Webb	1
+	Ueber ganzzahlige Lösungen von Gleichungen zwischen zwei Veränderlichen.	1887	Christopher Runge	1
+	On the equation Resx(P(x),x2 + sx + t) = a	2017	Sakha A. Alkabouss Tarek Garici Jesse Larone	1
+ PDF Chat	Polynomial values of sums of products of consecutive integers	2017	András Bazsó Attila Bérczes Lajos Hajdu Florian Luca	1
+	On the Diophantine equations $(x-1)^3+x^5+(x+1)^3=y^n$ and $(x-1)^5+x^3+(x+1)^5=y^n$	2017	Zhongfeng Zhang	1
+ PDF Chat	On the Diophantine equation $y^{p} = f(x_{1}, x_{2}, ..., x_{r})$	2017	R. Srikanth S. Subburam	1
+	On the diophantine equation $$la^x + mb^y = nc^z$$ l a x + m b y = n c z	2018	S. Subburam	1