Pages that link to "Item:Q4612088"
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The following pages link to Growth Estimates in Positive Characteristic via Collisions (Q4612088):
Displaying 24 items.
- Expansion for cubes in the Heisenberg group (Q1689405) (← links)
- Conditional expanding bounds for two-variable functions over arbitrary fields (Q1711695) (← links)
- Group actions and geometric combinatorics in \(\mathbb{F}_{q}^{d}\) (Q1714456) (← links)
- On the energy variant of the sum-product conjecture (Q2177517) (← links)
- Popular products and continued fractions (Q2200058) (← links)
- A short remark on the multiplicative energy of the spectrum (Q2314111) (← links)
- Bounds of trilinear and quadrilinear exponential sums (Q2330795) (← links)
- Sums of multiplicative characters with additive convolutions (Q2362410) (← links)
- Some remarks on the asymmetric sum-product phenomenon (Q2420482) (← links)
- A note on the set \(A(A + A)\) (Q2420497) (← links)
- Analogues of the Balog-Wooley decomposition for subsets of finite fields and character sums with convolutions (Q2421319) (← links)
- Double character sums with intervals and arbitrary sets (Q2423224) (← links)
- An application of the sum-product phenomenon to sets avoiding several linear equations (Q4576893) (← links)
- Double exponential sums with exponential functions (Q4595083) (← links)
- Incidence Results and Bounds Of Trilinear and Quadrilinear Exponential Sums (Q4610186) (← links)
- On asymptotic formulae in some sum–product questions (Q4633674) (← links)
- Bounds of Trilinear and Trinomial Exponential Sums (Q5128508) (← links)
- Szemer\'{e}di-Trotter type results in arbitrary finite fields (Q5221065) (← links)
- ON SOME MULTIPLE CHARACTER SUMS (Q5361220) (← links)
- NEW RESULTS ON SUM‐PRODUCT TYPE GROWTH OVER FIELDS (Q5376523) (← links)
- On the pinned distances problem in positive characteristic (Q6133808) (← links)
- A sum-bracket theorem for simple Lie algebras (Q6169065) (← links)
- On the energy of roots (Q6576776) (← links)
- A new bound for \(A(A + A)\) for large sets (Q6651556) (← links)
