Dedicated to the memory of
Professor László Varga
Pages: 1–5
To the memory of Professor László Varga
Pages: 7–11
DOI: 10.71352/ac.52.007
Pages: 13–28
DOI: 10.71352/ac.52.013
E.R. Love type right side fractional integral inequalities
Pages: 29–43
DOI: 10.71352/ac.52.029
Extended local convergence analysis of a three-step method a parameter of convergence order six
Pages: 45–55
DOI: 10.71352/ac.52.045
Evaluation of predicates in the C++ Standard Template Library
Pages: 57–72
DOI: 10.71352/ac.52.057
UML based modeling and code generation of network protocols
Pages: 73–92
DOI: 10.71352/ac.52.073
On an open question regarding generalized number systems in Euclidean spaces
Pages: 93–96
DOI: 10.71352/ac.52.093
A generalization of the root function
Pages: 97–108
DOI: 10.71352/ac.52.097
Minimizing numerical error in computing integrals over polygonal domains
Pages: 109–129
DOI: 10.71352/ac.52.109
Limit theorems for contaminated runs of heads
Pages: 131–146
DOI: 10.71352/ac.52.131
Some results on homogeneous symmetric polynomial-like Boolean functions
Pages: 147–161
DOI: 10.71352/ac.52.147
Pages: 163–176
DOI: 10.71352/ac.52.163
A characterization of functions using Lagrange's Four-Square Theorem
Pages: 177–185
DOI: 10.71352/ac.52.177
On a conjecture regarding multiplicative functions
Pages: 187–194
DOI: 10.71352/ac.52.187
Characterization of the identity function with an equation function
Pages: 195–216
DOI: 10.71352/ac.52.195
On the equation \(f(n^2+Dm^2+k)=f(n)^2+Df(m)^2+k\)
Pages: 217–241
DOI: 10.71352/ac.52.217
A hybrid inequality for the number of divisors of an integer
Pages: 243–254
DOI: 10.71352/ac.52.243
On the equation \(f(n^2+nm+m^2)=f(n)^2+f(n)f(m)+f(m)^2\)
Pages: 255–278
DOI: 10.71352/ac.52.255
Pages: 279–291
DOI: 10.71352/ac.52.279
Stochastic processes on random graphs with multiple type edges
Pages: 293–312
DOI: 10.71352/ac.52.293
Solving systems of linear differential equations by Walsh polynomials approach
Pages: 313–348
DOI: 10.71352/ac.52.313
The autonomous agent and multi-agent paradigm in software engineering
Pages: 349–368
DOI: 10.71352/ac.52.349
Pages: 369–370
Pages: 371–372