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Implementation of Adaptive "E-School" System

S. Tosheva, N. Stojkovikj, A. Stojanova, B. Zlatanovska, C. Martinovski Bande
2017
B. Representation of domain knowledge In the previous section, we saw that there are two kinds of relations between the concepts of the domain.  ...  Structure of the application B. Adaptability of a system The E-school system continually follows the progress of each student and if necessary appropriate changes are done in the database.  ... 
doi:10.18421/tem62-21 fatcat:oz5nac2x4jgizakrjtqczuq4ia

APPROXIMATION FOR THE SOLUTIONS OF LORENZ SYSTEM WITH SYSTEMS OF DIFFERENTIAL EQUATIONS

Biljana Zlatanovska
2017 Matematicki bilten  
b q = y (q) (0), c s (≈) = c s = z (s) (0) and they are: a 1 = σ(b 0 − a 0 ), b 1 = ra 0 − b 0 , c 1 = a 0 b 0 , a 2 = σ(b 1 − a 1 ), b 2 = ra 1 − b 1 − a 0 c 1 , c 2 = −bc 1 + a 0 b 1 + a 1 b 0 a 3 =  ...  σ(b 2 − a 2 ), b 3 = ra 2 − b 2 − 1 i=0 2 i a i c 2−i , c 3 = −bc 2 + 2 i=0 2 i a i b 2−i a 4 = σ(b 3 − a 3 ), b 4 = ra 3 − b 3 − 2 i=0 3 i a i c 3−i , c 4 = −bc 3 + 3 i=0 3 i a i b 3−i , a 5 = σ(b 4 −  ... 
doi:10.37560/matbil11700051z fatcat:s4nrggx3q5db7pndnc4qoduici

MODELS FOR THE LORENZ SYSTEM

Biljana Zlatanovska
2018 Matematicki bilten  
x (p) (0), b q (≈) = b q = y (q) (0) , c s (≈) = c s = z (s) (0) and they are: a 1 = σ(b 0 − a 0 ); b 1 = ra 0 − b 0 − a 0 c 0 ; c 1 = −bc 0 + a 0 b 0 a 2 = σ(b 1 − a 1 ); b 2 = ra 1 − b 1 − 1 i=0 1 i  ...  a i c 1−i ; c 2 = −bc 1 + 1 i=0 1 i a i b 1−i a 3 = σ(b 2 − a 2 ); b 3 = ra 2 − b 2 − 2 i=0 2 i a i c 2−i ; c 3 = −bc 2 + 2 i=0 2 i a i b 2−i a 4 = σ(b 3 − a 3 ); b 4 = ra 3 − b 3 − 3 i=0 3 i a i c 3−  ... 
doi:10.37560/matbil18200075z fatcat:mckmxxjrt5f6vg3wezjl76efey

SYSTEMS OF DIFFERENCE EQUATIONS APPROXIMATING THE LORENZ SYSTEM OF DIFFERENTIAL EQUATIONS

Biljana Zlatanovska, Dončo Dimovski
2017 Prilozi: Makedonska Akdemija na Naukite i Umetnostite. Oddelenie za Prirodno-matematički i Biotehnički Nauki  
A b s t r a c t: In this paper, starting from the Lorenz system of differential equations, some systems of difference equations are produced.  ...  r b b r b r b ra c b ra r b ra b b ra b b ra b ra b b ra b ra ra b a ra c b ra c ra c a ra b a ra a ra ra r b ra r ra r ra b ra b ra b ra ra b ra b ra ra b ra ra L n n σ σ σ σ σ σ σ σ σ σ σ σ σ σ σ σ σ  ...  bc bc b a c b a b a b a b a b a a b a c r b a b c r b a c r b a b a b b a b b a b b a b a b b a b b a b a b b a b a E n n − − − − − − − − − + − − − − − − − − − − − − − − + + + + − − − − − − − − − − − −  ... 
doi:10.20903/csnmbs.masa.2012.33.1-2.36 fatcat:c5c5fmqaofh4bfmx6uyfhv7faa

Modeling of Some Chaotic Systems with AnyLogic Software

Biljana Zlatanovska, Natasha Stojkovikj, Mirjana Kocaleva, Aleksandra Stojanova, Limonka Koceva Lazarova, Roman Gobubovski
2018
The Chen system has two equilibrium points and they are ) 2 , ) 2 ( , ) 2 ( ( a c a c b a c b − − ± − ± .  ...  Modeling of the Rossler system The Rossler system is given by ( ) x y z y x ay z b z x c = − − = + =+ −    where a, b and c are real parameters.  ... 
doi:10.18421/tem72-31 fatcat:3dwrvri4vvcknkz6bqma3j2vfa

The Effect of Blended Learning in Mathematics Course

Ya-Wen Lin
2016 Eurasia Journal of Mathematics, Science and Technology Education  
ability (B) 0.058 2 0.029 0.278 A×B 0.156 2 0.078 0.748 error 2.079 20 0.104 total 3.562 26 Imp gender(A) 0.527 1 0.527 5.423 * ability (B) 0.489 2 0.244 2.515 * A×B 0.086  ...  288.569 2 144.285 1.064 A×B 60.820 2 30.410 0.224 error 2711.096 20 135.555 total 15471.630 26 Con gender(A) 0.028 1 0.028 0.862 ability (B) 0.005 2 0.002 0.074 A×B 0.052  ... 
doi:10.12973/eurasia.2017.00641a fatcat:hihgywmmuzg3rbidbel26zynj4