Applicability of the Demirjian, Willems and Haavikko methods in Croatian children

Applicability of Demirjian, Willems and Haavikko Methods in Croatian Population.

New model for dental age estimation: Willems method applied on fewer than seven mandibular teeth

High-order exponentially fitted difference schemes for singularly perturbed two-point boundary value problems

New model for dental age estimation: Willems method applied on three and four mandibular teeth

On Ɛ-uniform convergence of exponentially fitted methods

On Ɛ-uniform convergence of exponentially fitted methods

Tourist activity of the Croatian population in 2012

Oral Health Awareness in Croatian and Italian Urban Adolescents

Tourist Activity of Croatian Population_2011.

Revizija podataka i ocjena kvalitete rezultata istraživanja TADS u 2010. godini

Tourist Activity of Croatian Population in 2009

Evaluation of tourist expenditure in the city of Zagreb in 2009

Least squares fitting the three-parameter inverse Weibull density

Istraživanje ekonomskih, turističkih i društvenih kulturnih utjecaja karlovačkih događanja

The effects of the trematode Bucephalus polymorphus on the reproductive cycle of the zebra mussel Dreissena polymorpha in the Drava River

Proceedings of the Conference on Applied Mathematics and Scientific Computing

Drmač, Zlatko, Tutek, Zvonimir

Asymptotic Behaviour of Tension Spline Collocation Matrix

Solving Parabolic Singularly Perturbed Problems by Collocation with Tension Splines

Limit Properties of Interpolation by Exponentia Sums

Struktura nastavnika matematike

Collocation with High Order Tension Splines

Evaluation of tension splines

Possibility of Application of Adhesive bonded Joints in Sea Water

On Interpolation by Hermite Tension Splines of Arbitrary Order

POSSIBILITY OF APPLICATION OF ADHESIVE BONDED JOINTS IN SEA WATER

Mathematical methods of tumor growth

A Collocation Method for Singularly Perturbed Two-Point Boundary Value Problems with Splines in Tension

Sharp error bounds for interpolating splines in tension

Conceptual Frameworks for Mathematical Modeling of Tumor Growth Dynamics

Mathematical Modeling of Cellular Interactions in Multicellular Tumor Spheroids

Collocation by the Spline in Tension at Generalized Gaussian Points

Stable Calculation by Splines in Tension

Tumor Growth in vivo and as of Multicellular Spheroids Compared by Mathematical Models

Analysis of Growth of Multicellular Tumor Spheroids by Mathematical Models

Prediction Power of Mathematical Models for Tumor Growth

Generalized Two-Parameter Equation of Growth

Modeling Autostimulation of Growth in Multicellular Tumor Spheroids

Modeling Hormone Dependent Cell-Cell Interactions in Tumor Growth: a Simulation Study

B-spline ib Tension