
AbstractThe problem of finding the exact analytical closed-form solution of some families of transcendental equations is studied, in some detail, by the Special Trans Function Theory (STFT). The mathematical genesis of the analytical closed-form solution is presented, and the structure of the theoretical derivation, proofs and numerical results confirm the validity and base principle of the STFT. Undoubtedly, the proposed analytical approach implies the qualitative improvement of the conventional analytical and numerical methods.
STFT, EQID, Families of transcendental equations, Applied Mathematics, Analytical closed-form solution
STFT, EQID, Families of transcendental equations, Applied Mathematics, Analytical closed-form solution
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