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On Some Inequalities for Quasi Bi-slant Submanifolds of Complex Space Forms
Published in International Electronic Journal of Geometry (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Chen-Ricci Inequality for Contact CR-Warped Product Submanifolds of Cosymplectic Space Forms with Applications in Geometry and Physics
Published in International Electronic Journal of Geometry (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Geometric Characterizations of Generalized $mathcal{Z}$-solitons on Lorentzian Trans-Sasakian $3$-manifolds
Published in International Electronic Journal of Geometry (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Stronger Radial Attraction: A Generalization of Radial Curvature Bounded from Above
Published in International Electronic Journal of Geometry (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Characterizations of $f$-Osculating Curves in $3$ and $4$ Dimensional Euclidean Spaces
Published in International Electronic Journal of Geometry (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Hineva and Chen-Ricci Inequalities for Ricci Curvature of Submanifolds of Product Generalized Sasakian Space Forms
Published in International Electronic Journal of Geometry (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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$alpha$-Jacobi Type Vector Fields in Hyperbolic 3-space with Natural Statistical Structure
Published in International Electronic Journal of Geometry (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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The Number of $k$-potent Elements in the Quaternion Algebra $mathbb{H}_{mathbb{Z}_{p}}$
Published in International Electronic Journal of Geometry (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Deforming the Nephroid into the Cayley Sextic and Beyond
Published in International Electronic Journal of Geometry (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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A Characterization of the Complement of the Hyperbolic Quadric in $mathrm{PG}(3,q)$
Published in International Electronic Journal of Geometry (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Some Solutions of Perfect Fluid Static Spherically Symmetric Classes in f(R,T) Theory and Their Related Concircular Vector Fields
Published in International Electronic Journal of Geometry (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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On a Restoring Problem of Integral Geometry in Three-dimensional Space Over a Family of Cones
Published in International Electronic Journal of Geometry (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Effects of Out-Of-Class-Activity and Counselling Strategies on Learning Outcomes in Geometry Among Low-Achieving Secondary School Students in Ibadan
Published 2013Subjects: “…Mathematics self-efficacy…”
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Comparison of mathematical models describing the growth of tropically adapted Ross 308 commercial broiler chickens
Published 2024Subjects: “…Mathematical models…”
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EFFECTS OF ACTIVITY-BASED STRATEGIES ON PRIMARY SCHOOL MATHEMATICS LESSON PLAN AND DELIVERY SKILLS AMONG PRE-SERVICE TEACHERS IN SOUTHWESTERN NIGERIA
Published 2014Subjects: “…Pre-service primary mathematics teachers…”
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Application of mathematical model to optimization of the production capacity of paint manufacturing company
Published 2008Subjects: “…mathematical model…”
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Statistical Inference in Dependent Component Hybrid Systems with Masked Data
Published in Advances in Statistics (2015)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Estimation of the Derivatives of a Function in a Convolution Regression Model with Random Design
Published in Advances in Statistics (2015)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Estimation in Step-Stress Accelerated Life Tests for Power Generalized Weibull Distribution with Progressive Censoring
Published in Advances in Statistics (2015)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Bayesian Estimation of Inequality and Poverty Indices in Case of Pareto Distribution Using Different Priors under LINEX Loss Function
Published in Advances in Statistics (2015)Subjects: “…Natural Sciences — Mathematical Sciences…”
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