The following pages link to (Q3139838):
Displaying 21 items.
- On the application of ergodic theory to an alternating series expansion for real numbers (Q6622344) (← links)
- Visual aspects of Gaussian periods and analogues (Q6628927) (← links)
- On the monogenity and Galois group of certain classes of polynomials (Q6634064) (← links)
- An infinite families of number fields with fixed indices arising from quintinomials of type \(x^n+ax^m+bx^2+cx+d\) (Q6635599) (← links)
- Complex matrix inversion via real matrix inversions (Q6644044) (← links)
- A remark on a Diophantine equation of S. S. Pillai. (Q6648079) (← links)
- Post-quantum cryptosystems: open problems and current solutions. Isogeny-based and code-based cryptosystems (Q6648344) (← links)
- An infinite family of number fields with given indices (Q6649188) (← links)
- Two-torsion subgroups of some modular Jacobians (Q6652049) (← links)
- Climbing and descending tall isogeny volcanos (Q6653361) (← links)
- On index divisors and monogenity of certain octic number fields defined by \(x^8 + ax^3 + b\) (Q6654871) (← links)
- The proportion of monogenic orders of prime power indices of a pure cubic field (Q6655009) (← links)
- Computation of the least primitive root (Q6657195) (← links)
- On indices of quintic number fields defined by \(x^5+ax+b\) (Q6660466) (← links)
- On a conjecture of Lenny Jones about certain monogenic polynomials (Q6666492) (← links)
- Characterisation of primes dividing the index of a class of polynomials and its applications (Q6666598) (← links)
- Efficient computations in central simple algebras using Amitsur cohomology (Q6667410) (← links)
- Spanning trees in \(\mathbb{Z} \)-covers of a finite graph and Mahler measures (Q6668359) (← links)
- On the greatest common divisor in imaginary quadratic fields (Q6670617) (← links)
- Improved computation of polynomial roots over number fields when using complex embeddings (Q6671812) (← links)
- On index divisors and monogenity of certain sextic number fields defined by \(x^6 +ax^5 +b\) (Q6672010) (← links)
