| Title | Apie dviejų algebrinių skaičių, kurių laipsniai p+1, sumos ir sandaugos laipsnius / |
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| Translation of Title | A degree problem for two algebraic numbers of degree p+1 for their product and sum. |
| Authors | Virbalas, Paulius |
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| Pages | 11 |
| Abstract [eng] | In this thesis the following result is proved: let p be a prime and k a positive integer. If p+1≠k and p+1≠2k then the triplet (p+1,p+1,kp) is not sum-feasible and not product-feasible, i.e. there are no three algebraic numbers α, β, γ of degrees p+1, p+1, kp respectively such that α+β+γ=0 or αβγ=1. |
| Dissertation Institution | Vilniaus universitetas. |
| Type | Master thesis |
| Language | Lithuanian |
| Publication date | 2020 |