ultrametric inequality - translation to ρωσικά
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ultrametric inequality - translation to ρωσικά

A TYPE OF METRIC SPACE IN WHICH THE TRIANGLE INEQUALITY IS REPLACED BY A STRONGER INEQUALITY USING MAX IN PLACE OF ADDITION
Ultrametric; Ultrametric inequality; Ultrametric triangle inequality; Non-Archimedean metric; Krull Sharpening; Ultrametricity; Strong triangle inequality; Ultrapseudometric; Ultrapseudometric space

ultrametric inequality         

математика

ультраметрическое неравенство

ultrametric space         

математика

ультраметрическое пространство

system of inequalities         
  • If ''x'' < ''y'' and ''a'' > 0, then ''ax'' < ''ay''.
  • If ''x'' < ''y'' and ''a'' < 0, then ''ax'' > ''ay''.
  • The graph of ''y'' = ln ''x''
  • If ''x'' < ''y'', then ''x'' + ''a'' < ''y'' + ''a''.
MATHEMATICAL RELATION COMPARING TWO DIFFERENT VALUES
Less than; Strict inequality; Inequal; Greater than; Lessthan; Inequality symbol; ≥; Inequalty; Less than or equal to; Greater than or equal to; ≦; ≧; ≮; Much greater than; Power inequalities; ≤ ≥; Greater-than; Less-than; Much less than; Comparison (mathematics); Transitive property of inequality; Inequality (math); System of inequalities; Much-greater-than sign; Much-less-than sign; ≪; ≫; Less Than; Less or equal; Smaller than; Lesser than; Inequality bracket; Inequality brackets; Inequality sign; Inequality signs; Inequality symbols; ≯; ≰; ≱; ≶; ≷; ≸; ≹; ≨; ≩; Quadratic inequality; Greater or equal sign; Less or equal than; Algebraic inequality; Inequality notation; Greater or equal to; Equal or less than; Equal or less than sign; Equal or greater than sign; Equal or greater than; Equal or greater-than sign; Equal or greater-than; Equal or less-than sign; Equal or less-than; Greater than or equal; Less than or equal; ⩾; Systems of polynomial inequalities; System of polynomial inequalities; Vector inequalities; Sharp inequalities; Inequalities of complex numbers; Less than or equals; Inequalities between complex numbers; Complex number inequality

математика

система неравенств

Ορισμός

inequality

Βικιπαίδεια

Ultrametric space

In mathematics, an ultrametric space is a metric space in which the triangle inequality is strengthened to d ( x , z ) max { d ( x , y ) , d ( y , z ) } {\displaystyle d(x,z)\leq \max \left\{d(x,y),d(y,z)\right\}} . Sometimes the associated metric is also called a non-Archimedean metric or super-metric. Although some of the theorems for ultrametric spaces may seem strange at a first glance, they appear naturally in many applications.

Μετάφραση του &#39ultrametric inequality&#39 σε Ρωσικά