A hypergeometric approach, via linear forms involving logarithms, to criteria for irrationality of Euler’s constant

Articles in the same Issue

1. Divisibity, iterated digit sums, primality tests
2. On ratio block sequences with extreme distribution function
3. On estimations of dispersion of ratio block sequences
4. Σn+1-invariant forms of higher degree
5. Right triangles with algebraic sides and elliptic curves over number fields
6. A hypergeometric approach, via linear forms involving logarithms, to criteria for irrationality of Euler’s constant
7. Pseudo-randomness of van der Corput’s sequences
8. The Riemann zeta-function and moment conjectures from Random Matrix Theory
9. Waring’s problem with restrictions on q-additive functions
10. On the distribution of reducible polynomials
11. On the parity of the class number of the 7nth cyclotomic field
12. Evaluation of infinite series involving special products and their algebraic characterization
13. Scrambling non-uniform nets