- Jonas Baltes, “Singular rational curves on elliptic K3 surfaces”, Mathematische Nachrichten, 296, № 7, 2023, 2701
- Wayne Raskind, Victor Scharaschkin, 226, Arithmetic of Higher-Dimensional Algebraic Varieties, 2004, 185
- Ronald van Luijk, “A K3 Surface Associated With Certain Integral Matrices Having Integral Eigenvalues”, Can. math. bull., 49, № 4, 2006, 560
- ABHINAV KUMAR, MASATO KUWATA, “ELLIPTIC K3 SURFACES ASSOCIATED WITH THE PRODUCT OF TWO ELLIPTIC CURVES: MORDELL–WEIL LATTICES AND THEIR FIELDS OF DEFINITION”, Nagoya Math. J., 228, 2017, 124
- Ronald van Luijk, “An elliptic K3 surface associated to Heron triangles”, Journal of Number Theory, 123, № 1, 2007, 92
- Pietro Corvaja, Francesco Zucconi, “On integral points of some Fano threefolds and their Hilbert schemes of lines and conics”, Rend. Circ. Mat. Palermo, II. Ser, 72, № 6, 2023, 3107
- Ivan Cheltsov, Jihun Park, “Two remarks on sextic double solids”, Journal of Number Theory, 122, № 1, 2007, 1
- Arthur Baragar, “Orbits of points on certain K3 surfaces”, Journal of Number Theory, 131, № 3, 2011, 578
- Ronald van Luijk, “K3 surfaces with Picard number one and infinitely many rational points”, ANT, 1, № 1, 2007, 1
- Jun Li, Christian Liedtke, “Rational curves on K3 surfaces”, Invent. math., 188, № 3, 2012, 713