MLMB.DT Mathematics, Mathematical Economics and Data Analysis

(Stability of Solutions of Differential Equations)

(Duo Rings)

(Niven's Theorem for Different Trigonometric Functions and Its Applications)

(Block Matrices)

(Some Determinants of Order n and Recurrence Relations)

(On Modelling of Epidemics in Closed Population: Further Developments of Kermack-McKendrick Model)

(Why a Coffee Cup Is Homeomorphic to a Doughnut in Topology)

(Game Theory: Two- and Three-Person Zero-Sum Games)

(Equations of Lines and Surfaces Using Determinants)

(Time Series Analysis)

(Bezier Splines and B-Splines)

(On Differentiation and Integration on Time Scales)

(Moving Sofa Problem)

(Solving some Problems of Analytic Geometry Using Monge’s Method)

(Differential Calculus on Time Scales)

(Taxicab Geometry)

(Complex Numbers and Trigonometry)

(On Mathematical Modelling of Epidemics)

(Affine Transformations in a Plane)

(Life Insurance)

(The Fibonacci Numbers)

(Hyperbolic Functions and Their Applications)

(Coupon Collector's Problem and it's Applications)

(A Function that Allows to Find Various Known Means)

(Continuous Population Models)

(On the Properties and Applications of Gamma- and Beta Functions)

(Named Integrals)

(Basics of Bayesian Statistics )

(Feynman's Triangle Problem and Routh’s Theorem)

(On Quasigroups Associated to Matrices)

(Direct and Semidirect Products of Some Cyclic Groups)

(On the Riemann-Stieltjes Integral)

(Natural Numbers Related to the Sum or the Number of Their Divisors )

(The Borsuk-Ulam Theorem)

(On Approximation of Continuous 2π-Periodic Functions by Trigonometric Polynomials)

(Continuity of Operations in the Algebra of Square Matrices Equipped with the Product Topology)

(On the Labour Market Matching Function)

(Some Transformation Groups)

(Taylor´s Formula and its Remainders)

(On Number of Real Roots of Polynomial with Real Coefficients)

(Some Applications of Number Theory in Cryptography)

(About Numerical Integration Methods)

(The Problem of the Quadrature of the Circle)

(On Spikes and Plateaus of Function)

(Logistic Functions and Their Applications in Different Fields of Life)

(Complex Numbers and Trigonometry)

(On Lagrange Interpolation and Its Barycentric Form)

(On the p-Trigonometric Functions and Corresponding Number Pi)

(Mathematical Management of Portfolios)

(The Problem of the Duplication of the Cube)

(Runge`s Phenomenon)

(Applications of Integration)

(Perspective Maps)

(Determinants of Higher Order)

(About the Lucky Fractions and Anomalous Cancellation)

(Parametric Equations of Curve)

(Markov Chain)

(Poisson Processes)

(Congruences of Higher Power)

(Methods for Solving Systems of Differential Equations)

(Matrix Exponential, its Computations and Applications)

(Some Population Models)

(Comparison of Sets)

(Quaternions)

(Graph Coloring)

(Lattices of Euclidean Space and their Properties)

(The Mathematics of Poker)

(Markov Processes)

(Different Ways of Defining the Sine and Cosine Functions)

(Polygonal Numbers)

(Different Metric Spaces and Convergent Sequences in these Spaces)

(Overwiew of the Package Scilab)

(A Certain Sequence of Means and Its Properties)

(Symmetric Group)

(Slowly Oscillating Sequences)

(On Applications of Derivatives and Integrals in Mathematical Economics)

(Stability of Solutions of Differential Equations)

(Monte Carlo Integration Methods)

(On Integer Linear Programming)

(Discriminant Analysis)

(Convergence on Fourier Series)

(The Elements of Differential and Integral Calculus in q-calculus)

(History and Solving Cubic Equation)

(Zeno`s Paradoxes)

(Sheaf and Related Key Notions)

(On Applications of Double and Line Integrals in Physics)

(Euclid`s Fifth Postulate and Equivalent Statements)

(Quasigroups)

(On Continued Fractions)

(Stieltjes Integral)

(On Numerical Approximations of Definite Integrals)

(On Real and Complex Iterations and Determinate Chaos)

(The Buffon- Laplace Needle Problem)

(Paradoxes in Probability Theory)

(On Different Definitions of Some Elementary Functions)

(On Arithmetic Functions)

(The Hyperbolic Functions)

(On Approximation by the Fourier Partial Sums)

(Matrix Factorization and Its Applications for Solving Linear Systems)

(On Improper Integrals)

(Exactness of Differential Equations and Its Applications)

(Vedic Algebra)

(Gambler's Ruin Problem)

(Construction Methods of Conic Section)

(The Gamma Function )

(Elementary Proofs of Classical Inequalities)

(The Mathematics in Music)

(On Extrema of Functions of Two Variables and Their Applications in Mathematical Economics)

(Mathematics of Portfolio Management)

(Mortality Statistics)

(On Transformations of Convergent Number Series)

(On Approximation of Definite Integrals)

(Wavelets Applications in Economics)

(Investment and Securities Analysis)

(On Numerical Methods of Non-Linear Profit Maximization)

(Some Positional Problems in Descriptive Geometry)

(Lattice-ordered Sets and Algebraic Lattices)

(Legendre and Jacobi Symbols)

(Investment and Securities Analysis)

(Convex Polyhedrons)

(Divisibility of the Gaussian Numbers)

(On Geometrical Constructions)

(Geometric Lattices)

(On Fibonacci Numbers)

(Aditive Partitions of Natural Numbers)

(Applications of First- and Second-order Differential Equations in Natural Sciences )

(Application of Differential Calculus to Optimization of Profits in Economy)

(Improper Integrals and Their Numerical Integration)

(BCH codes and Reed-Solomon codes)

(Riemann Integral as Integrals of Step Function)

(Buffon`s Needle and Coin Problem)

(Investments with Deterministic and Stochastic Rates of Interest)

(Integer Programming)

(Stirling and Eulerian Numbers)

(Condition Number of Matrices and Stability of Computations)

(Platonic and Archimedean Solids)

(Approximate Calculation of a Definite Integral)

(Decision-Making Under Uncertainty)

(Lotka-Volterra Model)

(Random Number Generation)

(On Approximation by Chebyshev Polynomials)

(On Convex Functions: Properties and Numerical Integration)

(Taylor's Formula for Functions of One and Two Variables)

(On Some Constrained Optimization Problems in Mathematical Economics)

(Catalan Numbers)

(Fibonacci Numbers)

(Methods of Calculating Interests and Their Comparing)