Spherical Harmonic has 512 pages.
Spherical Harmonic was created in 2001-12.
Spherical harmonic functions are a set of functions defined on the surface of a sphere, often used to represent physical properties or solutions to differential equations that exhibit spherical symmetry. They are commonly used in fields such as geophysics, quantum mechanics, and computer graphics for tasks such as analyzing global data, modeling atomic orbitals, or generating realistic lighting effects. Each spherical harmonic function is characterized by two integer indices, and they form a complete orthonormal basis set on the sphere.
spherical
A spherical polyhedron is a dodecahedron with 12 faces
Carina Boyallian has written: 'New developments in Lie theory and its applications' -- subject(s): Lie superalgebras, Abstract harmonic analysis -- Abstract harmonic analysis -- Analysis on specific compact groups, Associative rings and algebras -- Hopf algebras, quantum groups and related topics -- Hopf algebras and their applications, Abstract harmonic analysis -- Abstract harmonic analysis -- Spherical functions, Harmonic analysis, Combinatorics -- Graph theory -- Distance in graphs, Nonassociative rings and algebras -- General nonassociative rings -- Superalgebras
one spherical node & 2 non-spherical one.
Endless.
one
Water Sleeps has 470 pages.
After Many a Summer has 314 pages.
2500 pages are approximately 2,500 pages.
Harmonic = Armónico