Fixed point Theory(Lecture-16) (PMA428)

preview_player
Показать описание
Non-Expansive mappings
basic theorem for non expansive mappings

  1. Brill Maths
  2. metric space
  3. convergence of a sequence
  4. Cauchy sequence
  5. fixed point
  6. fixed point property
Рекомендации по теме
Fixed point Theory(Lecture-16) 0:15:15

Fixed point Theory(Lecture-16) (PMA428)

Fixed point Theory 0:18:54

Fixed point Theory (PMA428) (Lecture18)

Fixed Point Theory 0:12:15

Fixed Point Theory (Lecture-15) (PMA428)

Fixed Point Theory 0:11:54

Fixed Point Theory (PMA428)(Lecture20)

Fixed Point Theory 0:16:32

Fixed Point Theory (Lecture 14) (PMA428)

Fixed Point Theory(Lecture 0:19:36

Fixed Point Theory(Lecture 10)(PMA428)

Fixed Point Theory 0:16:37

Fixed Point Theory (PMA428) (Lecture19)

Fixed Point Theory 0:34:05

Fixed Point Theory (PMA428) (Lecture17)

Fixed point theory 0:07:03

Fixed point theory (Lecture-11) (PMA428)

defense slides in 0:04:02

defense slides in fixed point theory for some fixed point results for C*-algebra-valued-metric space

Fixed Point Theory 0:21:05

Fixed Point Theory (Lecture 6)(PMA428)

Fixed point Theory 0:17:08

Fixed point Theory (Lecture 4) (PMA428)

Fixed point property 0:25:35

Fixed point property

Define the fixed 0:03:18

Define the fixed point | Topological space

The fixed-point property 0:49:44

The fixed-point property for represented spaces - Mathieu Houryp (LORIA)

#10 fixed point 0:48:49

#10 fixed point

Math-S401: Lecture III 0:50:14

Math-S401: Lecture III - Contraction mappings

Approximation method of 0:28:45

Approximation method of fixed point problems for nonexpansive semigroup mappings

Day 1: E-FDP 2:19:43

Day 1: E-FDP on “FIXED POINT THEORY AND ITS APPLICATIONS”

Ahmed Uzun - 0:16:18

Ahmed Uzun - Applications of Banach Fixed Point Theorem

Caristi's theorem and 0:55:30

Caristi's theorem and approximating π11 comprehension

Banach Fixed point 0:04:35

Banach Fixed point theorem

Fixed Point Theory 0:19:56

Fixed Point Theory 2020 06 29 at 00 20 GMT 7

Fixed point theory 0:16:51

Fixed point theory (Lecture 1)(M Sc Course)