V knige rassmatrivayutsya razlichnye varianty protsessorov, prednaznachennykh dlya affinnykh preobrazovaniy mnogomernykh figur - ploskikh i prostranstvennykh. Eti protsessory orientirovany na affinnoe preobrazovanie nestrukturirovannykh geometricheskikh figur s proizvol'nym kharakterom raspredeleniya tochek. Pri etom icpol'zuetsya netraditsionnaya forma predstavleniya dannykh, osnovannaya na maloizvestnoy teorii kodirovaniya vektorov i geometricheskikh figur. Zadachi affinnogo preobrazovaniya prostranstva shiroko ispol'zuyutsya v nauke i tekhnike. Primerami ikh primeneniya mogut sluzhit' komp'yuternaya tomografiya i szhatie informatsii dlya telekommunikatsionnykh sistem. V knige opisyvaetsya teoriya kodirovaniya figur - struktura kodov, algoritmy kodirovaniya, dekodirovaniya ploskikh i prostranstvennykh figur, arifmeticheskie operatsii s ploskimi i prostranstvennymi figurami. Teoriya dopolnyaetsya mnogochislennymi primerami. Rassmatrivaetsya neskol'ko variantov geometricheskogo protsessora - predstavlenie dannykh, operatsionnye bloki, tekhnicheskaya realizatsiya algoritmov kodirovaniya, dekodirovaniya i arifmeticheskikh operatsiy. Otsenivaetsya bystrodeystvie etikh protsessorov.