hypersphere वाक्य
उदाहरण वाक्य
मोबाइल
- Eddie arrives at the team's headquarters, referred to as the " Hypersphere " and is initially dismissed as a fanboy.
- As the radius increases the curvature of the hypersphere decreases; in the limit a hypersphere approaches the zero curvature of a hyperplane.
- As the radius increases the curvature of the hypersphere decreases; in the limit a hypersphere approaches the zero curvature of a hyperplane.
- That is, as a proportion of the relevant unit hypersphere taken up by the generalized angle, or set expressed in spherical coordinates.
- RS works by iteratively moving to better positions in the search-space, which are sampled from a hypersphere surrounding the current position.
- That's the definition of a hypersphere; a torus has positive curvature at some places along its surface, negative curvature at others.
- Just as in the simpler example above, each rotation represented as a point on the hypersphere is matched by its antipodal point on that hypersphere.
- Just as in the simpler example above, each rotation represented as a point on the hypersphere is matched by its antipodal point on that hypersphere.
- It should be trivial to find the average distance for points inside a hypersphere . talk ) 01 : 48, 15 April 2007 ( UTC)
- Some spheres are not hyperspheres : suppose " S " is a sphere in three-dimensional space, but it is a hypersphere in the plane.
- In 2011, Gilles Baroin presented the Planet-4D model, a new vizualisation system based on graph theory that embeds the traditional Tonnetz on a 4D Hypersphere.
- Ivan scans the local hypersphere force lines and determines that one of them is unmarked on all star charts ( i . e . it does not lead anywhere ).
- In 1953, Wolfgang Pauli generalised the Kaluza-Klein theory to a six-dimensional space, and ( using dimensional reduction ) derived the essentials of an hypersphere.
- For the ideal gas, the accessible phase space is an ( n-1 )-sphere ( also called a hypersphere ) in the n dimensional \ vec v space:
- Similarly, you can compute the Hypersphere # Hyperspherical volume of an " i "-dimensional sphere . Blotwell 02 : 57, 26 October 2006 ( UTC)
- The addition of a point at infinity to the space obviates the distinction between hyperplane and hypersphere; higher dimensional inversive geometry is frequently studied then in the presumed context of an M�bius transformations.
- One intersects the complex hypersurface with a hypersphere, centred at the isolated singular point, and with sufficiently small radius so that it does not enclose, nor encounter, any other singular points.
- This same general statement, when applied to a hypersphere instead of a simplex, gives the Borsuk Ulam theorem, that ? must map two opposite points of the sphere to the same point.
- In geometry of higher dimensions, a "'hypersphere "'is the set of points at a constant distance from a given point called its "'center " '.
- In other words : the 30 vertices of the 600-cell which lie at arc distances of 90 degrees on its circumscribed hypersphere from a pair of opposite vertices, are the vertices of an icosidodecahedron.
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