Gosper curve, named after Bill Gosper, also known as the Peano-Gosper Curve and the flowsnake (a spoonerism of snowflake), is a space-filling curve whose...

of pride in the Lisp community. The Gosper curve and Gosper's algorithm are named after him. In high school, Gosper was interested in model rockets until...

space-filling curves could be used to reduce Lebesgue integration in higher dimensions to Lebesgue integration in one dimension. Dragon curve Gosper curve Hilbert...

Gosper may refer to: Gosper County, Nebraska Gosper curve Bill Gosper (born 1943), American mathematician Kevan Gosper (1933–2024), Australian athlete...

area but encloses a finite volume) Gosper curve (also known as the Peano–Gosper curve or flowsnake) Osgood curve Self-similarity Teragon Weierstrass...

A fractal curve is, loosely, a mathematical curve whose shape retains the same general pattern of irregularity, regardless of how high it is magnified...

Their aspect ratio is guaranteed to be at most 4. GosperMaps based on the geometry of Gosper curves. It is ordered and stable, but has a very high aspect...

Fibonacci word fractal Flame fractal Fractal curve Gosper curve Gosper island H-fractal Hénon map Hexaflake Hilbert curve Ikeda map attractor Iterated function...

ISBN 978-0-521-84802-2, MR 2165687, Zbl 1133.68067 Weisstein, Eric W. "Gosper Island". MathWorld. Retrieved 27 October 2018. Ngai, Sirvent, Veerman, and...

number. For such an iteration the Julia set is not in general a simple curve, but is a fractal, and for some values of c it can take surprising shapes...

is non-decreasing, and so in particular its graph defines a rectifiable curve. Scheeffer (1884) showed that the arc length of its graph is 2. Note that...

hand, the dragon curve is a space-filling curve with a non-empty interior; it is rep-4, and does form a tiling. Similarly, the Gosper island is rep-7,...

require multiple carries to be performed while computing a single digit. Gosper curve Gibson, Laurie; Lucas, Dean (1982). "Spatial Data Processing Using Generalized...

Moore curve Peano curve Sierpiński curve Z-order curve String T-square n-flake Vicsek fractal Gosper curve Pythagoras tree Weierstrass function Strange attractor...

A fourth stage Gosper curve plotted on a whiteboard polargraph....

Moore curve Peano curve Sierpiński curve Z-order curve String T-square n-flake Vicsek fractal Gosper curve Pythagoras tree Weierstrass function Strange attractor...

rabbit A Douady rabbit on a red background A chain of Douady rabbits Dragon curve Herman ring Siegel disc "A Geometric Solution to the Twisted Rabbit Problem...

Moore curve Peano curve Sierpiński curve Z-order curve String T-square n-flake Vicsek fractal Gosper curve Pythagoras tree Weierstrass function Strange attractor...

series to hyperplanes, and some results of Macaulay and Gotzmann", Algebraic Curves and Projective Geometry, Lecture Notes in Mathematics, vol. 1389, Springer...

much more rapidly than most arctan series, including Machin's formula.Bill Gosper was the first to use it for advances in the calculation of π, setting a...

Delight (1 ed.). Addison Wesley. ISBN 978-0-201-91465-8. Beeler, Michael; Gosper, Ralph William; Schroeppel, Richard C. (April 1995) [1972-02-29]. "Artificial...

Coord. Time (UTC) Path length Max width Summary EF1 Johnson Lake Dawson, Gosper NE 40°43′56″N 99°54′02″W / 40.7321°N 99.9006°W / 40.7321; -99.9006 (Johnson...

Comput. Appl. Math. 100 (2): 191–199. doi:10.1016/S0377-0427(98)00192-7. Gosper, R. W. (1997). " ∫ n / 4 m / 6 log ⁡ F ( z ) d z {\displaystyle \textstyle...

rep-tiles and pentominos of Solomon W. Golomb; the space filling curves of Bill Gosper; the aperiodic tiles of Roger Penrose; the Game of Life invented...

PARC 1970–), Xerox chief scientist 1968–1982, founded PARC in 1970 Bill Gosper (at PARC 1977–1981), founded the hacker community, pioneered symbolic computation...

István (2013), "Duplication formulae involving Jacobi theta functions and Gosper's q-trigonometric functions", Proceedings of the American Mathematical Society...

the medium in which signals propagate is continuous, and wave fronts are curves. A true cellular automaton model of excitable media was developed and studied...

minute runners had duelled against each other. Landy led until the final curve, at which point he turned to gauge Bannister's position. Bannister took...

Faugère F4 algorithm: finds a Gröbner basis (also mentions the F5 algorithm) Gosper's algorithm: find sums of hypergeometric terms that are themselves hypergeometric...

Wagga Wagga was originally fast, but regrading in the 1920s introduced many curves. Melbourne–Seymour, crossing the range near Heathcote Junction (1872) (2...