Conjecture on Minimum Covariance Determinant (MCD) Location and Scatter by A. Djauhari, Maman

“…Later on, we present a conjecture that if minimum covariance determinant in Fast Men is replaced by minimum vector variance (MVV), then the results are not changed. …”
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On The Diophantine Equation:Jesmanowicz Conjecture And Selected Special Cases by Ahmed Balfaqih, Abdulrahman Hamed

“…It is a famous unsolved conjecture on Pythagorean triples and exponential Diophantine equations, and generally it has not been solved yet. …”
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Least criminals for some given conjectures in group theory by Sarmin, Nor Haniza, Ilangovan, Sheila

“…In this paper, we will find the least criminals for five given conjectures in group theory …”
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About two countable families in the finite sets of the Collatz Conjecture by Michele Ventrone

Subjects: “…collatz conjecture…”
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On Green and Green-Lazarfeld conjectures for simple coverings of algebraic curves by Edoardo Ballico, Claudio Fontanari

Subjects: “…Green conjecture…”
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On a conjecture related to the ruin probability for nonhomogeneous insurance claims by Vernic Raluca

“…In this paper, we prove this conjecture in a particular case.…”
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A note on Demailly’s approach towards a conjecture of Griffiths by Pingali, Vamsi Pritham

“…This result indicates that the proposed approach must be modified in order to attack the aforementioned conjecture of Griffiths.…”
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Conjectures on the normal covering number of finite symmetric and alternating groups by Daniela Bubboloni, Cheryl E. Praeger, Pablo Spiga

“…We make a similar conjecture for gamma(An), when n is even, and provide a similar amount of evidence.…”
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Sequence variations of the 1-2-3 conjecture and irregularity strength by Ben Seamone, Brett Stevens

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A Novel Image Encryption Scheme Based on Collatz Conjecture by Dora M. Ballesteros, Jimmy Peña, Diego Renza

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The Stenger conjectures and the A-stability of collocation Runge-Kutta methods by Rachid Ait-Haddou, Hoda Alselami

“…In this paper, we show the validity of the extended Stenger conjecture for families of classical orthogonal polynomials. …”
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Lucas non-Wieferich primes in arithmetic progressions and the abc conjecture by Anitha K., Fathima I. Mumtaj, Vijayalakshmi A. R.

Subjects: “…abc conjecture…”
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The Cerný conjecture for automata respecting intervals of a directed graph by Mariusz Grech, Andrzej Kisielewicz

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Testing holographic conjectures of complexity with Born–Infeld black holes by Jun Tao, Peng Wang, Haitang Yang

“…Abstract In this paper, we use Born–Infeld black holes to test two recent holographic conjectures of complexity, the “Complexity = Action” (CA) duality and “Complexity = Volume 2.0” (CV) duality. …”
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From Bruhat intervals to intersection lattices and a conjecture of Postnikov by Axel Hultman, Svante Linusson, John Shareshian, Jonas Sjöstrand

“…We prove the conjecture of A. Postnikov that ($\mathrm{A}$) the number of regions in the inversion hyperplane arrangement associated with a permutation $w \in \mathfrak{S}_n$ is at most the number of elements below $w$ in the Bruhat order, and ($\mathrm{B}$) that equality holds if and only if $w$ avoids the patterns $4231$, $35142$, $42513$ and $351624$. …”
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Darwin's conjecture: the search for general principles of social & economic evolution by Manuel Ramon Souza Luz

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Analyzing the Collatz Conjecture Using the Mathematical Complete Induction Method by Mercedes Orús-Lacort, Christophe Jouis

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Heights on stacks and a generalized Batyrev–Manin–Malle conjecture by Jordan S. Ellenberg, Matthew Satriano, David Zureick-Brown

“…Finally, we formulate a conjecture about the number of rational points of bounded height (in our sense) on a stack $\mathcal {X}$ , which specializes to the Batyrev–Manin conjecture when $\mathcal {X}$ is a scheme and to Malle’s conjecture when $\mathcal {X}$ is the classifying stack of a finite group.…”
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A variation on the tableau switching and a Pak-Vallejo's conjecture by Olga Azenhas

“…They have considered four fundamental symmetry maps and conjectured that they are all equivalent (2004). The three first ones are based on standard operations in Young tableau theory and, in this case, the conjecture was proved by Danilov and Koshevoy (2005). …”
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Daoism as the Philosophic Foundation of Chinese Economic Reform: a Conjecture by Edward J Romar

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