On one problem of yu. m. berezansky

HIGHLIGHTS

  • who: YURI BOGDANSKII from the (UNIVERSITY) have published the research work: ON ONE PROBLEM OF YU. M. BEREZANSKY, in the Journal: (JOURNAL)

SUMMARY

    If additionally mathrm{i}mathrm{n}mathrm{f} f and amp;lt; mathrm{i}mathrm{n}mathrm{f} f, then one can choose a D partial D sufficiently small varepsilon > 0 such that x0 in D. Proof. From -(6) and inequalities the authors obtain the inequalities fn (xn+1 ) leq fn (xn ) and amp;lt; fn (x). Therefore, one has the inequality fm (x) fm (xn+1 )=(fm - 1 (x . . .

     

    Logo ScioWire Beta black

    If you want to have access to all the content you need to log in!

    Thanks :)

    If you don't have an account, you can create one here.

     

Scroll to Top

Add A Knowledge Base Question !

+ = Verify Human or Spambot ?