* V-shaped, when the firing units are distant from the kill zone at the end where the enemy enters, so the firing units lay down bands of intersecting and interlocking fire.

It has three parts: the lower diadem ( corona greca ), the upper intersecting bands ( corona latina ), and the cross on the top, which is today crooked.

The intersecting bands are edged with beaded gold wire that closes off the lower end of the bands and finishes off the system of decoration.

When the intersecting bands were added to the corona graeca during the rule of Béla III, who had been brought up in Constantinople, the bands were decorated just as the corona graeca was, perhaps with the intention of imitating the Byzantine crowns.

Beside the using of the intersecting bands of the corona latina, which probably came from the treasury of St. István, at the time of the creation of the crown there existed further expectation that the coronation insignia would eventually include additional gold works that could be linked to the first, beatified Hungarian king, István.

The Swedish forces seem to have been deployed in a checkerboard formation, made up of the infantry regiments formed into 7 or 8 well-spaced independent blocks, with intersecting fields of fire.

Where bike trails intersect with pedestrian or equestrian trails, signage at the intersections and high visibility onto the intersecting trails are needed in order to prevent collisions between fast-moving cyclists and slower moving hikers and horses.

It was renamed to I-865 in 2002 to prevent I-465 from intersecting with itself.

He came circa 1903 to classify any sign by three interdependent trichotomies, intersecting to form ten ( rather than 27 ) classes of sign .< ref > He worked on but did not perfect a finer-grained system of ten trichotomies, to be combined into 66 ( T < sub > n + 1 </ sub >) classes of sign.

In electrodynamics, elliptical polarization is the polarization of electromagnetic radiation such that the tip of the electric field vector describes an ellipse in any fixed plane intersecting, and normal to, the direction of propagation.

Stephen Skinner suggests that it is possible to place a geometric diagram over virtually any image of a natural object or human created structure, and find some lines intersecting the image.

In hyperbolic geometry, by contrast, there are infinitely many lines through A not intersecting ℓ, while in elliptic geometry, any line through A intersects ℓ ( see the entries on hyperbolic geometry, elliptic geometry, and absolute geometry for more information ).

In the a posteriori case, we advance the physical simulation by a small time step, then check if any objects are intersecting, or are somehow so close to each other that we deem them to be intersecting.

Clearly this procedure is reversible – given any point on the surface of the sphere that is not the north pole, we can draw a straight line connecting that point to the north pole and intersecting the flat plane in exactly one point.

However, no set of 4 points can be shattered: by Radon's theorem, any four points can be partitioned into two subsets with intersecting convex hulls, so it is not possible to separate one of these two subsets from the other.

*** between the B61 and B62 and any intersecting bus route ( Ex: B61 to B62 to B24 )

As a consequence of the lemma, any two intersecting chords will uniquely determine an interior vertex.

The horizon line of the wall in all directions is determined by a plane intersecting the four given vanishing points A, B, C, and D. Figure 12 demonstrates that a horizon line Z can be determined by vanishing points only ; a viewer at S looking towards any point along the circumference of Z would perceive that point as part of the horizon, relative to the plane of the wall.

For example an algebraic curve C either meets a given line L in a finite number of points, or possibly contains all of L. Thus a curve intersecting any line in an infinite number of points, while not containing it, must be transcendental.

Euclid's fifth is a rule in Euclidean geometry which states ( in John Playfair's reformulation ) that for any given line and point not on the line, there is one parallel line through the point not intersecting the line.

If one of the chords happens to be a diameter, we do not have a pole, but in this case any chord perpendicular to the diameter is perpendicular as well in the hyperbolic plane, and so we draw a line through the pole of the other line intersecting the diameter at right angles to get the common perpendicular.

This differs with two players from opposing sides getting minor penalties, at the same time or at any intersecting moment, resulting from more common infractions.

To find these, we pick any point inside R and use the algorithm below to find all intervals intersecting that point ( again, being careful to remove duplicates ).

For example, in two dimensions, the bottom of the square R ( or any other horizontal line intersecting R ) would be queried against the interval tree constructed for the horizontal axis.

Likewise, the left ( or any other vertical line intersecting R ) would be queried against the interval tree constructed on the vertical axis.

No indications of the Turnpike exist on any intersecting highways north of the merge, including Interstate 89.

The power of a point theorem, due to Jakob Steiner, states that for any line through A intersecting C in points P and Q, the power of the point with respect to the circle is given up to a sign by the product

* Eddy current, a phenomenon caused by a moving magnetic field intersecting a conductor or vice-versa

The light generation volume is shaped like two intersecting cones, and the luminous intensity falls off exponentially moving towards the centre of the lamp.

Known locally as Bailey Avenue, the road heads out of the city to the southwest, intersecting County Road A-2 before running under Interstate 196 ( I-196 ).

Because of this separate development, the Mount Pleasant street grid is distinct from Washington's cartesian grid and now that the two are part of a single urban fabric, some of its streets appear to have been laid out haphazardly, with several intersecting city streets at odd or severe angles to the greater design.

The campus layout approximates a semicircle, with intersecting roads laid out along the radii or in arcs.

The portion of Beacon Street west of Kenmore Square was laid out in 1850, intersecting with Avenue Street ( now the Allston portion of Commonwealth Avenue ), Mill Dam Road ( now Brookline Avenue ), and Western Avenue, a road traversing the Back Bay mill dam in approximately the modern location of Beacon Street.

Arms, legs, eyes, nostrils, ears, and various ritual implements are all laid out on a systematic grid of angles and intersecting lines.

Even the windows are hinged so that they can only open 90 degrees to the wall, preserving strict design standards about intersecting planes, and further blurring the delineation of inside and out.

The most noticeable design feature is the network of intersecting ribs that fan out across the vaulted ceiling.

In the 1880s O ' Connell's widow subdivided and sold off most of the original grant, and a pattern of intersecting streets was laid out, mostly named after famous streets in London ( e. g. Piccadilly Street, Gladstone Parade etc .).

All these communities are linked by several regional roads that circle the island, as well as intersecting the mountains in the central zone.

In his later work, the Treatise on Demonstration of Problems of Algebra, he wrote a complete classification of cubic equations with general geometric solutions found by means of intersecting conic sections .< ref > J.

For example, the slope of the secant intersecting y = x < sup > 2 </ sup > at ( 0, 0 ) and ( 3, 9 ) is 3.

Let L be a variable line passing through O and intersecting C < sub > 1 </ sub > at P < sub > 1 </ sub > and C < sub > 2 </ sub > at P < sub > 2 </ sub >.

In his formula " technique of intersecting circles ", he created an approximation of the arc of a circle s given the diameter d, sagita v, and length of the chord c subtending the arc, the length of which he approximated as s = c + 2v < sup > 2 </ sup >/ d.

These points of intersection and their barycentres ( corresponding to higher dimensional simplices intersecting X ) generate an n-dimensional simplicial subcomplex in R < sup > m </ sup >, lying wholly inside the tubular neighbourhood.

Victor J. Katz writes that in Shen's formula " technique of intersecting circles ", he created an approximation of the arc of a circle s by s = c + 2v < sup > 2 </ sup >/ d, where d is the diameter, v is the versine, c is the length of the chord c subtending the arc.

A spread of is a set of q < sup > 2 </ sup > + 1 lines, with no two intersecting.

In geometry, a strophoid is a curve generated from a given curve C and points A ( the fixed point ) and O ( the pole ) as follows: Let L be a variable line passing through O and intersecting C at K. Now let P < sub > 1 </ sub > and P < sub > 2 </ sub > be the two points on L whose distance from K is the same as the distance from A to K. The locus of such points P < sub > 1 </ sub > and P < sub > 2 </ sub > is then the strophoid of C with respect to the pole O and fixed point A.