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Dustin Moody

Showing results (1-10 of 12) with videos related to

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Notes on Number Theory and Discrete Mathematics|March 14, 2020
On addition-subtraction chains of numbers with low Hamming weightDustin Moody, Amadou Tall
Advances in Mathematics|September 1, 2020
NEW MISSION AND OPPORTUNITY FOR MATHEMATICS RESEARCHERS: CRYPTOGRAPHY IN THE QUANTUM ERALidong Chen, Dustin Moody
Integers : Electronic Journal of Combinatorial Number Theory|August 20, 2021
ON THE FAMILY OF ELLIPTIC CURVES <i>X</i> + 1/<i>X</i> + <i>Y</i> + 1/<i>Y</i> + <i>t</i> = 0Abhishek Juyal, Dustin Moody
Integers : Electronic Journal of Combinatorial Number Theory|August 4, 2017
High rank elliptic curves with torsion ℤ/4ℤFoad Khoshnam, Dustin Moody
Journal of Integer Sequences|August 4, 2017
Arithmetic Progressions on ConicsAbdoul Aziz Ciss, Dustin Moody
Physical Review Applied|June 7, 2024
Post-quantum cryptography and the quantum future of cybersecurityYi-Kai Liu, Dustin Moody
Glasnik Matematicki|September 12, 2017
GEOMETRIC PROGRESSIONS ON ELLIPTIC CURVESAbdoul Aziz Ciss, Dustin Moody
Rocky Mountain Journal of Mathematics|July 6, 2019
HERON QUADRILATERALS VIA ELLIPTIC CURVESFarzali Izadi, Foad Khoshnam, Dustin Moody
Journal of Number Theory|October 3, 2017
Integral Isosceles Triangle-Parallelogram and Heron triangle-Rhombus Pairs with a Common Area and Common PerimeterPradeep Das, Abhishek Juyal, Dustin Moody
Integers : Electronic Journal of Combinatorial Number Theory|July 6, 2019
ELLIPTIC CURVES ARISING FROM THE TRIANGULAR NUMBERSAbhishek Juyal, Shiv Datt Kumar, Dustin Moody
Pageof 2

Showing results (1-10 of 12) with videos related to

Sort By:
Pageof 2
Notes on Number Theory and Discrete Mathematics|March 14, 2020
On addition-subtraction chains of numbers with low Hamming weightDustin Moody, Amadou Tall
Advances in Mathematics|September 1, 2020
NEW MISSION AND OPPORTUNITY FOR MATHEMATICS RESEARCHERS: CRYPTOGRAPHY IN THE QUANTUM ERALidong Chen, Dustin Moody
Integers : Electronic Journal of Combinatorial Number Theory|August 20, 2021
ON THE FAMILY OF ELLIPTIC CURVES <i>X</i> + 1/<i>X</i> + <i>Y</i> + 1/<i>Y</i> + <i>t</i> = 0Abhishek Juyal, Dustin Moody
Integers : Electronic Journal of Combinatorial Number Theory|August 4, 2017
High rank elliptic curves with torsion ℤ/4ℤFoad Khoshnam, Dustin Moody
Journal of Integer Sequences|August 4, 2017
Arithmetic Progressions on ConicsAbdoul Aziz Ciss, Dustin Moody
Physical Review Applied|June 7, 2024
Post-quantum cryptography and the quantum future of cybersecurityYi-Kai Liu, Dustin Moody
Glasnik Matematicki|September 12, 2017
GEOMETRIC PROGRESSIONS ON ELLIPTIC CURVESAbdoul Aziz Ciss, Dustin Moody
Rocky Mountain Journal of Mathematics|July 6, 2019
HERON QUADRILATERALS VIA ELLIPTIC CURVESFarzali Izadi, Foad Khoshnam, Dustin Moody
Journal of Number Theory|October 3, 2017
Integral Isosceles Triangle-Parallelogram and Heron triangle-Rhombus Pairs with a Common Area and Common PerimeterPradeep Das, Abhishek Juyal, Dustin Moody
Integers : Electronic Journal of Combinatorial Number Theory|July 6, 2019
ELLIPTIC CURVES ARISING FROM THE TRIANGULAR NUMBERSAbhishek Juyal, Shiv Datt Kumar, Dustin Moody
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