Stoyan Dimitrov

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All published works
Action Title Year Authors
+ The Bombieri-Vinogradov theorem for exponential sums over primes 2025 Stoyan Dimitrov
+ The Bombieri–Vinogradov Theorem for Primes of the Form $$p=x^2+y^2+1$$ 2024 Stoyan Dimitrov
+ Inequalities involving arithmetic functions 2024 Stoyan Dimitrov
+ Lower bounds on expressions dependent on functions φ(n), ψ(n) and σ(n), II 2024 Stoyan Dimitrov
+ Primes of the form [nc] with Square-Free n 2024 Stoyan Dimitrov
+ PDF Chat Inequalities involving arithmetic functions 2024 Stoyan Dimitrov
+ PDF Chat BFS versus DFS for random targets in ordered trees 2024 Stoyan Dimitrov
Martin Minchev
Yan Zhuang
+ Primes of the form <mml:math> <mml:mrow> <mml:mo form="prefix">[</mml:mo> <mml:msup> <mml:mi>n</mml:mi> <mml:mi>c</mml:mi> </mml:msup> <mml:mo form="postfix">]</mml:mo> </mml:mrow> </mml:math> with square-free <mml:math> <mml:mrow> <mml:mi>n</mml:mi> </mml:mrow> </mml:math> 2024 Stoyan Dimitrov
+ PDF Chat The Bombieri-Vinogradov theorem for primes of the form $\mathbf{p=x^2+y^2+1}$ 2024 Stoyan Dimitrov
+ A binary inequality with prime and square-free number 2024 Stoyan Dimitrov
+ PDF Chat Moments of permutation statistics and central limit theorems 2024 Stoyan Dimitrov
Niraj Khare
+ Simple Random Sampling of Binary Forests with Fixed Number of Nodes and Trees 2024 Stoyan Dimitrov
+ Square-Free Numbers of the Form $$\mathbf{x^2+y^2+z^2+z+1}$$ and $$\mathbf{x^2+y^2+z+1}$$ 2023 Stoyan Dimitrov
+ A Tangent Inequality Over Primes 2023 Stoyan Dimitrov
+ PDF Chat Lower bounds on expressions dependent on functions φ(n), ψ(n) and σ(n) 2023 Stoyan Dimitrov
+ A tangent inequality over primes 2023 Stoyan Dimitrov
+ PDF Chat Chess tableaux, powers of two and affine Lie algebras 2023 Antoine Labelle
Stoyan Dimitrov
+ Consecutive Square-Free Numbers [<i>n</i><sup><i>c</i></sup> tan<sup><i>θ</i></sup>(log <i>n</i>)], [<i>n</i><sup><i>c</i></sup> tan<sup><i>θ</i></sup>(log <i>n</i> )] + 1 2023 Stoyan Dimitrov
+ Prime numbers of the form $$[\text {n}^c \tan ^\theta (\log \text {n})]$$ 2023 Stoyan Dimitrov
+ Square-free numbers of the shapes x^2 + y^2 + z^2 + z + 1 and x^2 + y^2 + z + 1 2023 Stoyan Dimitrov
+ Square-free values of <i>n</i> <sup>2</sup> + <i>n</i> + 1 2023 Stoyan Dimitrov
+ Consecutive square-free values for some polynomials 2023 Stoyan Dimitrov
+ Square-Free Values of $$[\mathrm {n}^c \tan ^\theta (\log \mathrm {n})]$$ 2023 Stoyan Dimitrov
+ A quinary diophantine inequality by primes with one of the form $$\varvec{p=x^2+y^2+1}$$ 2022 Stoyan Dimitrov
+ A diophantine equation involving special prime numbers 2022 Stoyan Dimitrov
+ PDF Chat A Bombieri–Vinogradov-type result for exponential sums over Piatetski-Shapiro primes 2022 Stoyan Dimitrov
+ PDF Chat On the distribution of $$\alpha p$$ modulo one over Piatetski-Shapiro primes 2022 Stoyan Dimitrov
+ PDF Chat Sorting by Shuffling Methods and a Queue 2022 Stoyan Dimitrov
+ PDF Chat On an Equation with Prime Numbers Close to Squares 2022 Stoyan Dimitrov
+ PDF Chat On an equation by primes with one Linnik prime 2022 Stoyan Dimitrov
+ On a tangent equation by primes 2022 Stoyan Dimitrov
+ A ternary Diophantine inequality by primes with one of the form $$p=x^2+y^2+1$$ 2022 Stoyan Dimitrov
+ The quaternary Piatetski-Shapiro inequality with one prime of the form p = x2 + y2 + 1 2022 Stoyan Dimitrov
+ PDF Chat On a Logarithmic Equation by Primes 2022 Stoyan Dimitrov
+ On Sums, Derivatives, and Flips of Riordan Arrays 2022 Caroline Bang
Matias von Bell
Eric Culver
Jessica Dickson
Stoyan Dimitrov
Rachel Perrier
Sheila Sundaram
+ Chess tableaux, powers of two and affine Lie algebras 2022 Antoine Labelle
Stoyan Dimitrov
+ A combinatorial proof of a tantalizing symmetry on Catalan objects 2022 Miklós Bóna
Stoyan Dimitrov
Gilbert Labelle
Yifei Li
Joseph Pappe
Andrés R. Vindas-Meléndez
Yan Zhuang
+ PDF Chat Diophantine approximation by Piatetski-Shapiro primes 2021 Stoyan Dimitrov
+ PDF Chat Diophantine approximation with one prime of the form p = x2 + y2 + 1 2021 Stoyan Dimitrov
+ Pairs of square-free values of the type $n^2+1$, $n^2+2$ 2021 Stoyan Dimitrov
+ PDF Chat Sorting by Shuffling Methods and a Queue 2021 Stoyan Dimitrov
+ Digraphs with exactly one Eulerian tour 2021 Luz Grisales
Antoine Labelle
Rodrigo Posada
Stoyan Dimitrov
+ A quinary diophantine inequality by primes with one of the form $\mathbf{p=x^2+y^2+1}$ 2021 Stoyan Dimitrov
+ Moments of permutation statistics and central limit theorems 2021 Stoyan Dimitrov
Niraj Khare
+ Prime numbers of the form $\mathbf{[n^c tan^θ(log n)]}$ 2021 Stoyan Dimitrov
+ Sorting by shuffling methods and a queue 2021 Stoyan Dimitrov
+ A tangent inequality over primes 2021 Stoyan Dimitrov
+ The ternary Piatetski-Shapiro inequality with one prime of the form $\mathbf{p=x^2+y^2+1}$ 2020 Stoyan Dimitrov
+ A Bombieri-Vinogradov type result for exponential sums over primes 2020 Stoyan Dimitrov
+ Consecutive square-free values of the form [αp], [αp]+1 2020 Stoyan Dimitrov
+ On permutation patterns with constrained gap sizes 2020 Stoyan Dimitrov
+ On the number of pairs of positive integers $x, y \leq H$ such that $x^2+y^2+1$, $x^2+y^2+2$ are square-free 2020 Stoyan Dimitrov
+ Pairs of square-free values of the type $\mathbf{n^2+1}$, $\mathbf{n^2+2}$ 2020 Stoyan Dimitrov
+ On the distribution of $αp$ modulo one over Piatetski-Shapiro primes 2020 Stoyan Dimitrov
+ Diophantine approximation by Piatetski-Shapiro primes 2020 Stoyan Dimitrov
+ Diophantine approximation with one prime of the form $p=x^2+y^2+1$ 2020 Stoyan Dimitrov
+ On the number of pairs of positive integers x, y < H such that x^2+y^2+1, x^2+y^2+2 are square-free 2020 Stoyan Dimitrov
+ On permutation patterns with constrained gap sizes 2020 Stoyan Dimitrov
+ The quaternary Piatetski-Shapiro inequality with one prime of the form $\mathbf{p=x^2+y^2+1}$ 2020 Stoyan Dimitrov
+ Adaptive Monte Carlo algorithm for Wigner kernel evaluation 2019 Venelin Todorov
Ivan Dimov
Rayna Georgieva
Stoyan Dimitrov
+ On the distribution of consecutive square-free numbers of the form $\mathbf{[\alpha n], [\alpha n]+1}$ 2019 Stoyan Dimitrov
+ On the number of pairs of positive integers $\mathbf{x, y \leq H}$ such that $\mathbf{x^2+y^2+1}$, $\mathbf{x^2+y^2+2}$ are square-free 2019 Stoyan Dimitrov
+ Consecutive square-free values of the form $\mathbf{[αp], [αp]+1}$ 2019 Stoyan Dimitrov
+ A ternary diophantine inequality by primes near to squares 2019 Stoyan Dimitrov
+ A logarithmic inequality involving prime numbers 2019 Stoyan Dimitrov
+ On the distribution of consecutive square-free numbers of the form $\mathbf{[αn], [αn]+1}$ 2019 Stoyan Dimitrov
+ CONSECUTIVE SQUARE-FREE NUMBERS OF THE FORM p+1, p+2 2018 Stoyan Dimitrov
+ PDF Chat The ternary Goldbach problem with prime numbers of a mixed type 2018 Stoyan Dimitrov
+ PDF Chat Diophantine approximation by special primes 2018 Stoyan Dimitrov
+ PDF Chat Consecutive cube-free numbers of the form [nc], [nc] + 1 2018 Stoyan Dimitrov
+ A TERNARY DIOPHANTINE INEQUALITY OVER SPECIAL PRIMES 2017 Stoyan Dimitrov
+ Branching processes in continuous time as models of mutations: Computational approaches and algorithms 2017 Maroussia Slavtchova-Bojkova
Plamen Trayanov
Stoyan Dimitrov
+ A quaternary diophantine inequality by prime numbers of a special type 2017 Stoyan Dimitrov
+ Consecutive square-free numbers of a special form 2017 Stoyan Dimitrov
+ Latin Hypercube Sampling and Fibonacci Based Lattice Method Comparison for Computation of Multidimensional Integrals 2017 Stoyan Dimitrov
Ivan Dimov
Venelin Todorov
+ The ternary Goldbach problem with prime numbers of a mixed type 2017 Stoyan Dimitrov
+ Arithmetic progressions of three prime numbers with two primes of the form $\mathbf{p=x^2+y^2+1}$ 2016 Stoyan Dimitrov
+ PDF Chat Reinforcement Learning Based Algorithm for the Maximization of EV Charging Station Revenue 2014 Stoyan Dimitrov
Redouane Lguensat
+ Reinforcement Learning Based Algorithm for the Maximization of EV Charging Station Revenue 2014 Stoyan Dimitrov
Redouane Lguensat
+ Reinforcement Learning Based Algorithm for the Maximization of EV Charging Station Revenue 2014 Stoyan Dimitrov
Redouane Lguensat
Common Coauthors
Commonly Cited References
Action Title Year Authors # of times referenced
+ PDF Chat On a diophantine inequality involving prime numbers 1992 D. I. Tolev
16
+ Van der Corput's Method of Exponential Sums 1991 S. W. Graham
Grigori Kolesnik
14
+ Analytic Number Theory 2004 Henryk Iwaniec
Emmanuel Kowalski
12
+ On an equation with prime numbers 1998 Angel Kumchev
T. Nedeva
10
+ Analytic Number Theory 2004 Henryk Iwaniec
Emmanuel Kowalski
10
+ PDF Chat Prime numbers of the form [nc] 2001 Joël Rivat
Jie Wu
10
+ PDF Chat Some Diophantine equations and inequalities with primes 2020 Roger C. Baker
9
+ The Pjateckiĭ-S̆apiro prime number theorem 1983 D. R. Heath‐Brown
9
+ Applications of sieve methods to the theory of numbers 1976 C. Hooley
9
+ PDF Chat Prime Numbers in Short Intervals and a Generalized Vaughan Identity 1982 D. R. Heath‐Brown
8
+ PDF Chat A ternary Diophantine inequality over primes 2014 Roger C. Baker
Andreas Weingartner
8
+ PDF Chat An elementary method in prime number theory 1980 R. C. Vaughan
7
+ PDF Chat A diophantine inequality involving prime powers 1999 Angel Kumchev
6
+ ON A PROBLEM IN ADDITIVE ARITHMETIC (II) 1932 L. Carlitz
6
+ None 2000 Patrick Sargos
Jie Wu
5
+ A ternary Diophantine inequality involving primes 2018 Yingchun Cai
5
+ The square sieve and consecutive square-free numbers 1984 D. R. Heath‐Brown
5
+ PDF Chat Nombres premiers de la forme ⌊n<sup>c</sup>⌋ 2001 Joël Rivat
Patrick Sargos
5
+ The Distribution of Prime Numbers in Sequences of the Form [<i>f</i> (<i>n</i> )] 1977 Dieter Leitmann
5
+ On a diophantine inequality involving prime numbers (III) 1999 Yingchun Cai
5
+ Pairs of k-free Numbers, consecutive square-full Numbers 2012 Thomas Reuss
5
+ Representation of an Odd Number as the Sum of Three Primes 1985 Ivan Matveevič Vinogradov
5
+ PDF Chat Some extremal functions in Fourier analysis 1985 Jeffrey D. Vaaler
5
+ PDF Chat Diophantine approximation with one prime of the form p = x2 + y2 + 1 2021 Stoyan Dimitrov
4
+ The Method of Trigonometrical Sums in the Theory of Numbers 2004 Ivan Matveevich Vinogradov
K. F. Roth
Anne Ashley Davenport
4
+ On a Diophantine equation involving primes 2018 Yingchun Cai
4
+ On an equation with prime numbers 1995 Maurizio Laporta
D. I. Tolev
4
+ PDF Chat Diophantine Approximation by Prime Numbers, III 1976 R. C. Vaughan
4
+ Primes of the form [<i>n</i><sup><i>c</i></sup>] 1985 Grigori Kolesnik
4
+ Primes of the Form [nc] 1995 Roger C. Baker
G. Harman
Joël Rivat
4
+ Patterns in Permutations and Words 2011 Sergey Kitaev
4
+ PDF Chat On the distribution of prime numbers of the form [<i>n</i><sup><i>c</i></sup>] 1999 Angel Kumchev
4
+ A Diophantine Equation with Prime Numbers 2002 Zhai Wen
Cao Xiao
4
+ Diophantine Approximation by Prime Numbers 1982 Roger C. Baker
G. Harman
3
+ Diophantine approximation with one prime of the form $p=x^2+y^2+1$ 2020 Stoyan Dimitrov
3
+ PDF Chat Square-free values of n<sup>2</sup>+1 2012 D. R. Heath‐Brown
3
+ PDF Chat On a Diophantine Inequality with Prime Numbers of a Special Type 2017 D. I. Tolev
3
+ A TERNARY DIOPHANTINE INEQUALITY OVER SPECIAL PRIMES 2017 Stoyan Dimitrov
3
+ A Diophantine Inequality with Prime Numbers 2002 Cao Xiao
Zhai Wen
3
+ On a Diophantine Equation With Three Prime Variables. 2019 Min Zhang
Jinjiang Li
3
+ PDF Chat A hybrid of theorems of Vinogradov and Piatetski-Shapiro 1992 Antal Balog
John Friedlander
3
+ PDF Chat The distribution of square-free numbers of the form $[n^c]$ 1998 Xiaodong Cao
Wenguang Zhai
3
+ Consecutive patterns in permutations 2003 Sergi Elizalde
Marc Noy
3
+ Introduction to Analytic and Probabilistic Number Theory 2015 Gérald Tenenbaum
3
+ PDF Chat DIOPHANTINE APPROXIMATION BY PRIMES 2009 Kaisa Matomäki
3
+ PDF Chat On the frequency of pairs of square-free numbers with a given difference 1949 L. Mirsky
3
+ Three-dimensional exponential sums with monomials 2006 O. Robert
Patrick Sargos
3
+ On the Pjateckii-Sapiro Prime Number Theorem 1992 H. Q. Liu
Joël Rivat
3
+ Generalized permutation patterns and a classification of the Mahonian statistics 2000 Eric Babson
Einar Steingrı́msson
3
+ On the distribution of <i>αp</i> modulo 1 1977 R. C. Vaughan
3