A hypercomplex cell (currently called an end-stopped cell) is a type of visual processing neuron in the mammalian cerebral cortex. Initially discovered...

Hypercomplex may refer to: Hypercomplex cell Hypercomplex analysis Hypercomplex manifold Hypercomplex number This disambiguation page lists articles associated...

fields of cells in the visual cortex into simple cells, complex cells, and hypercomplex cells. Simple cell receptive fields are elongated, for example with...

Vision. Coral Gables, Florida, USA. pp. 539–544. "Cyclodisparity" "Hypercomplex cell" "Biological object recognition" "Visual search" "Visual salience"...

triginta 'thirty' + duo 'two' + the suffix -nion, which is used for hypercomplex number systems. Other names include 32-ion, 32-nion, 25-ion, and 25-nion...

In 4 dimensions, the 24-cell, with Schläfli symbol {3,4,3}. Also the great 120-cell {5,5/2,5} and grand stellated 120-cell {5/2,5,5/2}. Polygons and...

geometry, a hyperrectangle (also called a box, hyperbox, k {\displaystyle k} -cell or orthotope), is the generalization of a rectangle (a plane figure) and...

symmetric, involutive, linear operation on 2m real numbers (or complex, or hypercomplex numbers, although the Hadamard matrices themselves are purely real)....

has half the vertices of the 5-cube (16), bounded by alternating 5-cell and 16-cell hypercells. The expanded or stericated 5-simplex is the vertex figure...

the Quaternion Society, devoted to the study of quaternions and other hypercomplex number systems. From the mid-1880s, quaternions began to be displaced...

3-dimensional simplex is a tetrahedron, and a 4-dimensional simplex is a 5-cell. Specifically, a k-simplex is a k-dimensional polytope that is the convex...

cross-polytope is a regular octahedron, and a 4-dimensional cross-polytope is a 16-cell. Its facets are simplexes of the previous dimension, while the cross-polytope's...

Demihypercube Hypersphere Cross-polytope Simplex Hyperpyramid Number systems Hypercomplex numbers Cayley–Dickson construction Dimensions by number Zero One Two...

triangular faces) Cells: Dn,3 = Cn,3 + 23 Cn,4 (tetrahedra from original cells plus new ones) Hypercells: Dn,4 = Cn,4 + 24 Cn,5 (16-cells and 5-cells respectively)...

balance: A quantum information-based chromatic adaptation transform [hypercomplex signal and image processing]". IEEE Signal Processing Magazine. 41 (2):...

"the cold, wet, rain-wet streets of Göttingen" after class discussing hypercomplex number systems and their representations. Von Neumann's habilitation...

octahedron, In four dimensions we obtain the compound of tesseract and 16-cell. The graph of the n-hypercube's edges is isomorphic to the Hasse diagram...

earthquake prediction, molecular biology and inquiries into the nature of living cells themselves. Control theory is an interdisciplinary branch of engineering...

quaternion difference p – q also produces a segment equipollent to pq. Other hypercomplex number systems also used the idea of a linear space with a basis. Arthur...

(3-simplex, base triangle) tetrahedron to (4-simplex, base tetrahedron) 5-cell, etc. Their extended f-vector follows Pascal triangle, like coefficients...

mathematical and scientific notation linearly using standard six-dot Braille cells for tactile reading by the visually impaired. The code was developed by...

complex structure, as Pn(R) can be obtained from Pn−1(R) by attaching an n-cell with the quotient projection Sn−1 → Pn−1(R) as the attaching map. Originally...

Serge Lang Mathematics portal Constructive analysis History of calculus Hypercomplex analysis Multiple rule-based problems Multivariable calculus Paraconsistent...

cryptographer, mathematician, and professor of acoustics Irene Sabadini, Italian hypercomplex analyst Flora Sadler (1912–2000), Scottish mathematician and astronomer...

and led to a subsequent analytical theory; they also began the use of hypercomplex numbers. Karl Weierstrass and others carried out the arithmetization...

article. MacMahon Master theorem Richardson, Archibald Read (1926). "Hypercomplex determinants". Messenger of Mathematics. 55: 145–152. Richardson, Archibald...