Georgian Scientists/ . 6 N 2, 2024 62 Georgian Scientists Vol. 6 Issue 2, 2024 https://doi.org/10.52340/gs.2024.06.02.07 1; 2 1 . . . 555441020, m.kurdadaze@gtu.ge, orcid- 0009-0001-2918-3328; 2 . . - . 551512582, orcid-0009-0008-1855-2571 . , . ) . . . . : ; ; ; ; ; ; . . - , (Jelinek, Herbert F.; Karperien, Audrey; Cornforth, David; Cesar, Roberto; Leandro, Jorge de Jesus Gomes., 2002) ( .1): Georgian Scientists/ . 6 N 2, 2024 63 , - , . . 1 , . . (Ostwald, Michael J., and Vaughan, Josephine, 2016) . .2- , : . 2 * , - ** - *** Georgian Scientists/ . 6 N 2, 2024 64 X={x1,x2,…,xnx}- , xi X*={x*1,x2*,…,x*nx}- , Y={y1,y2,…,yny}- , Y*={y*1,y*2,…,y*ny}- , Z={z1,z2,…,znz}- , Z*={z*1,z*2,…,z*nz}- , V={v1,v2,…,vnv}- , V*={v*1,v*2,…,v*nv}- , W={w1,w2,…,wnw}- , „ -0“, W*={w*1,w*2,…,w*nw}- , „ -0“. ( ) ƒi F *V*=. , V=Ø Fv= Fv, V*=Ø Fv= Z,Z*- , ( ) ( ) . , 1. , , . , ( , ) 2. , ( ). „ “ ( ) : ( ); ( ); , ; ; , ( ). Georgian Scientists/ . 6 N 2, 2024 65 , . , Z=Ø Fz= ( . ), , Z*=Ø Fz= ( ) Fz=- . , . („ -0“) , W*=Ø Fw= , W =Ø Fw=. Fw=. F={F1,F2,…Fk} , . ( ), (Sadegh, Sanaz, 2017). ( .3.) , . .3 Georgian Scientists/ . 6 N 2, 2024 66 - , . , F={ƒ1,ƒ2,…,ƒk} , ƒi , V ) V ( ) , V ) V’ . ) W ) W ) . , B , -E- ( B , B - ), ( ) ( ) Bi=Ei Ei ***Vi V ***V’i V’i ***W W’ , Ei E ; Ei E Vi V ; Vi V ; V’i V’ ; W W’ .; Wi W , ƒi Bj B (Hu, Shougeng; Cheng, Qiuming; Wang, Le; Xie, Shuyun , 2012). ƒi , , (Taylor, Richard P. , 2016). , ƒ F . , ƒ , . ƒ’1, ƒ’2 ƒ’’1, ƒ’’2 , ƒ’1,ƒ’2 ( ƒ’’1,ƒ’’2) . ƒ . , ( Georgian Scientists/ . 6 N 2, 2024 67 “) , ( ) , , , ) . ( ) . , ( ) , . , ( , ) . . . , . Hu, Shougeng; Cheng, Qiuming; Wang, Le; Xie, Shuyun . (2012). "Multifractal characterization of urban residential land price in space and time". Jelinek, Herbert F.; Karperien, Audrey; Cornforth, David; Cesar, Roberto; Leandro, Jorge de Jesus Gomes. (2002). "MicroMod-an L-systems approach to neural modelling". University of New South Wales. ISBN 978-0-7317-0505-4. Koutonin, Mawuna. (March 18, 2016). The mighty medieval capital now lost without trace . "Story of cities #5: Benin City,. Ostwald, Michael J., and Vaughan, Josephine. (2016). The Fractal Dimension of Architecture. Basel. Georgian Scientists/ . 6 N 2, 2024 68 Sadegh, Sanaz. (2017). "Plasma Membrane is Compartmentalized by a Self-Similar Cortical Actin Meshwork". Taylor, Richard P. . (2016). "Fractal Fluency: An Intimate Relationship Between the Brain and Processing of Fractal Stimuli". The Fractal Geometry of the Brain. Springer Series in Computational Neuroscience. (pp. pp. 485–496). Springer. Development of complete estimation methods in fractal structures considering reliability parameters. Marina Kurdadze1. Gedevan Murjikneli2 1Professor. Georgian Technical University. Head of the Department of Digital Telecommunication Technologies. 2PHD student. Georgian Technical University. Doctoral Program in Digital Telecommunication Technologies. Abstract: A new method for increasing the reliability of fractal structures in telecommunication systems is developed and analyzed. The structure of fractal computing modules with a chaotic displacement function and a non-chaotic rearrangement algorithm is discussed. The main modes of methodical processing of fractals in transmission systems (devices) are analyzed. A block diagram of the reliability control algorithm is given. The properties of fractal nature and different hardware options are shown in terms of reliability assurance and evaluation. The method of increasing the reliability of fractal structures by creeping variable displacement is discussed. The method of realization of fractals on the receiver-transmitter of telecommunication systems with pre-planned probability of reliability has been developed. Keywords: fractal; channel module; Conjunctive registry structure; reliability; probability