Geodesic

Volume _N_S_98 (2015) no. 112

Sommaire

Symmetric Polyomino Tilings, Tribones, Ideals, and Gröbner Bases
p. 1
Integrable Lattices of Hyperplanes Related to Billiards Within Confocal Quadrics
p. 25
On Commutativity of Quasi-Minimal Groups
p. 31
The Semiring Variety Generated by Any Finite Number of Finite Fields and Distributive Lattices
p. 45
Finsler-type Estimators for the Cancer Cell Population Dynamics
p. 53
Conformal and Geodesic Mappings of Generalized Equidistant Spaces
p. 71
Disjunction of Boolean Equations
p. 85
Integral Properties of Rapidly and Regularly Varying Functions
p. 91
On Some Class of Integral Operators Related to the Bergman Projection
p. 97
Independence Complexes of Comaximal Graphs of Commutative Rings with Identity
p. 109
First Integrals and Exact Solutions of the Generalized Models of Magnetic Insulation
p. 119
An Example of Bruns--Gubeladze $K$-Theory Defined by Three Dimensional Polytope
p. 137
A Note on Divided Differences
p. 147
Semi-Basic $1$-Forms and Courant Structure for Metrizability Problems
p. 153
Curvature Properties of Some Class of Hypersurfaces in Euclidean Spaces
p. 165
Further Results on Images of Metric Spaces
p. 179
Some Remarks on Almost Menger Spaces and Weakly Menger Spaces
p. 193
On the Growth and the Zeros of Solutions of Higher Order Linear Differential Equations with Meromorphic Coefficients
p. 199
On a Type of Semi-Symmetric Metric Connection on a Riemannian Manifold
p. 211
Hardy Type Inequalities on Time Scales
p. 219
Gradient Ricci Solitons on Almost Kenmotsu Manifolds
p. 227
A Transcendence Criteria for Continued Fraction Expansions in Positive Characteristic
p. 237
On the Generalized Superstability of $n$th-Order Linear Differential Equations with Initial Conditions
p. 243
Simple Groups with the Same Prime Graph as $^2D_n(q)$
p. 251
Finite Groups with Three Conjugacy Class Sizes of Certain Elements
p. 265
On the Metrizability of TVS-Cone Metric Spaces
p. 271
A Convergence Theorem of Multi-Step Iterative Scheme for Nonlinear Maps
p. 281
Développement en série de fonctions holomorphes des fonctions d'une classe de Gevrey sur l'intervalle $[-1,1]$
p. 287