### Some articles on *spherical*:

Lune (mathematics) -

... In

**Spherical**Geometry... In

**spherical**geometry, a lune is an area on a sphere bounded by two half great circles, which is also called a digon or a diangle or (in German) a Zweieck ... The area of a**spherical**lune is 2θ R2, where R is the radius of the sphere and θ is the dihedral angle between the two half great circles ... and the lune in between covers the sphere — the area formula for the**spherical**lune gives 4πR2, the surface area of the sphere ...Colloidal Crystal - Non-

... Crystalline thin-films from non-

**spherical**Colloid Based Crystals... Crystalline thin-films from non-

**spherical**colloids were produced using convective assembly techniques ... confirmed a body of theoretical work on the condensed phases of non-**spherical**objects ...SIC-POVM - Relation To

... A

**Spherical**T-designs... A

**spherical**t-design is a set of vectors on the d-dimensional generalized hypersphere, such that the average value of any -order polynomial over is equal to the ... tensor product frame operator, it can be shown that a set of normalized vectors with forms a**spherical**t-design if and only if It then immediately follows that every SIC-POVM is a 2-design, since ...**Spherical**Robot

... A

**spherical**robot is a robot with two rotary joints and one prismatic joint in other words, two rotary axes and one linear axis ...

**Spherical**robots have an arm which forms a

**spherical**coordinate system Robotics portal ...

Legendre Wavelet

... derived from Legendre polynomials are termed

... derived from Legendre polynomials are termed

**spherical**harmonic or Legendre wavelets ... Legendre functions have widespread applications in which**spherical**coordinate system are appropriate ... wavelets there is no nice analytical formula for describing these harmonic**spherical**wavelets ...### More definitions of "spherical":