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Článek se zaměřuje na bodové spirály odvozené zejména od Fermatovy a Archimédovy spirály. Pojem zlatého úhlu je rozšířen na množinu kovových úhlů jako analogie k množině kovových průměrů zavedených Verou de Spinadel.
In this paper, we introduce certain Krein-space operators induced by free product algebras induced by both primes and directed graphs. We study operator-theoretic properties of such operators by computing free-probabilistic data containing number-theoretic data.
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