Miroslav Stoenchev

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All published works

Action	Title	Year	Authors
+	Classical symmetric Diophantine systems	2023	Miroslav Stoenchev Venelin Todorov
+ PDF Chat	Symmetric diophantine systems	2022	Miroslav Stoenchev
+ PDF Chat	Efficient Monte Carlo algorithms for integral equations	2022	Venelin Todorov Ivan Dimov Rayna Georgieva Yu. Dimitrov Stoyan Apostolov Miroslav Stoenchev
+ PDF Chat	Advanced stochastic approaches for option pricing based on Sobol sequence	2022	Venelin Todorov Ivan Dimov Rayna Georgieva Yu. Dimitrov Stoyan Apostolov Miroslav Stoenchev
+ PDF Chat	On the classical diophantine equation x4 + y4 + kx2y2 = z2	2021	Miroslav Stoenchev Venelin Todorov
+	One Parameter Family of Elliptic Curves and the Equation $$x^4+y^4+kx^2y^2=z^2$$	2021	Stoyan Apostolov Miroslav Stoenchev Venelin Todorov

Common Coauthors

Coauthor	Papers Together
Venelin Todorov	5
Stoyan Apostolov	3
Yu. Dimitrov	2
Ivan Dimov	2
Rayna Georgieva	2

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+	LMSST: Lectures on Elliptic Curves	1991	J. W. S. Cassels	3
+	Rational Points on Elliptic Curves	1992	Joseph H. Silverman John Tate	3
+ PDF Chat	The Arithmetic of Elliptic Curves	1986	Joseph H. Silverman	3
+ PDF Chat	<i>x</i><sup>4</sup> + <i>dx</i><sup>2</sup><i>y</i><sup>2</sup> + <i>y</i><sup>2</sup>= <i>z</i><sup>2</sup>: Some cases with only trivial solutions—and a solution Euler missed	1989	Ezra Brown	2
+	On the Mordell-Weil Group and the Shafarevich-Tate Group of Modular Elliptic Curves	2010	Victor Alecsandrovich V. A. Kolyvagin	2
+	On the Equation x4 + mx2y2 + y4 = z2	1995	Andrew Bremner James W. Jones	2
+ PDF Chat	On the classical diophantine equation x4 + y4 + kx2y2 = z2	2021	Miroslav Stoenchev Venelin Todorov	2
+ PDF Chat	On the passage from local to global in number theory	1993	Barry Mazur	2
+	A Class of Quartic Diophantine Equations with Only Trivial Solutions	1978	T. N. Sinha	2
+ PDF Chat	Scrambled net variance for integrals of smooth functions	1997	Art B. Owen	1
+	Error analysis of an adaptive Monte Carlo method for numerical integration	1998	Aneta Karaivanova Ivan Dimov	1
+ PDF Chat	Algorithm 247: Radical-inverse quasi-random point sequence	1964	John H. Halton	1
+	What Monte Carlo models can do and cannot do efficiently?	2007	Emanouil Atanassov Ivan Dimov	1
+ PDF Chat	Solving three-dimensional Volterra integral equation by the reduced differential transform method	2016	Abdelhalim M. Ziqan Sawsan Armiti Iyad Suwan	1
+	De casibus, quibus formulam x 4 + mxxyy + y 4 ad quadratum reducere licet	1820	Leonhard Euler	1
+ PDF Chat	Application of Quasi-Monte Carlo Methods to Elliptic PDEs with Random Diffusion Coefficients: A Survey of Analysis and Implementation	2016	Frances Y. Kuo Dirk Nuyens	1
+	Valuation of mortgage-backed securities using Brownian bridges to reduce effective dimension	1997	Russel E. Caflisch William J. Morokoff Art B. Owen	1
+ PDF Chat	Symmetric diophantine systems	2022	Miroslav Stoenchev	1
+	Algebraic Number Theory	1999	Jürgen Neukirch	1
+ PDF Chat	Lectures on elliptic curves	1992	J. W. S. Cassels	1
+	Randomly Permuted (t,m,s)-Nets and (t, s)-Sequences	1995	Art B. Owen	1
+ PDF Chat	Rational Points on Elliptic Curves	2015	Joseph H. Silverman John Tate	1
+	An integral equation describing an asexual population in a changing environment	2003	Qi Tang David Waxman	1
+	On the approximate calculation of multiple integrals	2015	N. S. Bakhvalov	1
+	On the efficiency of certain quasi-random sequences of points in evaluating multi-dimensional integrals	1960	John H. Halton	1
+ PDF Chat	On solving integral equations using Markov chain Monte Carlo methods	2010	Arnaud Doucet Adam M. Johansen Vladislav B. Tadić	1