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and nonelastic (plastic) components in the multiplicative representation of the deformation gradient tensor. We

and nonelastic (plastic) components in the multiplicative representation of the deformation gradient tensor. We

of the left distortion tensor. It is shown that the "classical" multiplicative decomposition of the total

of the left distortion tensor. It is shown that the "classical" multiplicative decomposition of the total

-plastic strains. The medium kinematics is considered under the multiplicative decomposition of the total

-plastic strains. The medium kinematics is considered under the multiplicative decomposition of the total

The composition, structure, properties and deformation behavior during the indentation of gradient

. On the basis of this fact, the multiplicative decomposition of this distribution into the countable convolution

for manufacturing of multiple core stamp tools by plastic deformation. The technique of geometric parameters

were conducted on the rods of low-carbon steel. Deformation by simple drawing forms basically a

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