A set theoretic version of equations on groups

Subjects: “…Natural Sciences — Mathematical Sciences…”
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$$text {U}(n)$$-structures and their induced minimal left ideals

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Singular symplectic surfaces

Subjects: “…Natural Sciences — Mathematical Sciences…”
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The curves of elliptic nodes on K3 surfaces

Subjects: “…Natural Sciences — Mathematical Sciences…”
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Graceful loci of Poncelet triangles about the incircle and their degeneracies

Subjects: “…Natural Sciences — Mathematical Sciences…”
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Rational points of fixed denominator in real toric arrangements

Subjects: “…Natural Sciences — Mathematical Sciences…”
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On a multilinear generalized polynomial identity in $$M_n(F)$$, where is a Field

Subjects: “…Natural Sciences — Mathematical Sciences…”
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An equichordal characterization of the ellipsoid and the sphere

Subjects: “…Natural Sciences — Mathematical Sciences…”
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Infinite splitting in the syzygies of quaternionic groups

Subjects: “…Natural Sciences — Mathematical Sciences…”
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Combinatorial K3 surfaces and the Mori fan of the Dolgachev–Nikulin–Voisin family in degree 2

Subjects: “…Natural Sciences — Mathematical Sciences…”
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An algebraic characterization of Minkowski planes which admit all reflections about generators

Subjects: “…Natural Sciences — Mathematical Sciences…”
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From inequalities relating symmetrizations of convex bodies to the diameter-width ratio for complete and pseudo-complete convex sets

Subjects: “…Natural Sciences — Mathematical Sciences…”
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On projective deformations of Lagrangian fibrations on primitive symplectic varieties

Subjects: “…Natural Sciences — Mathematical Sciences…”
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Homological invariants of some complete split-like graphs

Subjects: “…Natural Sciences — Mathematical Sciences…”
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On Constant Slope Surfaces by Means of the Rotation Minimizing Frame in $mathbb{E}^n$

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A Cubic Curve Associated to a Menelaus-Ceva Triple

Subjects: “…Natural Sciences — Mathematical Sciences…”
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Central Pole-to-Plane Projections on Ellipsoids and Elliptic Paraboloids: Geometry and Applications

Subjects: “…Natural Sciences — Mathematical Sciences…”
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On the Riemann-Finsler Geometry of Tangent Bundle of Lie Groups with Two-Dimensional Commutator Subgroup

Subjects: “…Natural Sciences — Mathematical Sciences…”
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A New Approach to Generating Ruled Surfaces with Rigid Body Motion

Subjects: “…Natural Sciences — Mathematical Sciences…”
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On 3D Generalized Trans-Sasakian Manifold

Subjects: “…Natural Sciences — Mathematical Sciences…”
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