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V monografii izlagaetsq nowyj podhod k geometricheskomu modelirowaniü powerhnosti slozhnoj formy w obschem sluchae i mikrorel'efa powerhnosti, w chastnosti, na osnowe modul'nogo principa strukturirowaniq i teorii soprikosnoweniq. Predlagaemyj podhod pozwolqet w otlichie ot drugih wosstanowit' estestwennuü kriwiznu powerhnosti w smysle Rimana-Kristoffelq. Vazhnym poluchennym rezul'tatom qwlqetsq razrabotka apparata kubicheskih matric, kotoryj ispol'zuetsq dlq postroeniq klassifikacii soprikasaüschegosq kuboloida. Kuboloid kak geometricheskij obraz pozwolqet prowesti approximaciü powerhnosti s bol'shej stepen'ü tochnosti, chem soprikasaüschijsq paraboloid.