Examples of 'euclidian' in a sentence
Meaning of "euclidian"
Euclidian (adjective): Relating to Euclidean geometry, which is a mathematical system attributed to the ancient Greek mathematician Euclid. It describes a geometry based on five postulates, including the parallel postulate
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- Alternative spelling of Euclidean
How to use "euclidian" in a sentence
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euclidian
Euclidian geometry is the geometry we see around us every day.
Pi and the euclidian spaces.
Euclidian geometry is a human invention.
This work describes the euclidian geometry where the main axioms are presented.
Euclidian physical world.
There are various options available for distance metric such as euclidian or manhattan distance.
Non euclidian geometry.
They are like the fundamental concepts of Euclidian geometry.
Euclidian distance map.
Kant suggests that the Euclidian space geometry was arbitrary.
Euclidian geometry works whether i know who Euclid was or not.
This is done by minimizing Euclidian distance.
This is done by using euclidian constraints arising from a priori knowledge about the scene.
A possible measure for the geometric difference is the Euclidian difference.
The net result is that euclidian planes can not easily be used to describe certain surfaces.
K b being an average number of binary errors due to minimum Euclidian distance error events.
Hamming or Euclidian with respect to the symbol sequence.
The distance between the new beer and the nearest neighbour is the Euclidian Distance.
We might imagine a Euclidian surface as a sheet of paper marked with a grid.
Nearness is measured as Euclidian distance.
The Euclidian space around the ship is obviously some kind of anomaly.
For any pair of points let be the Euclidian distance between these two points.
Euclidian division of D by d gives the following successive equations.
I prefer it over Euclidian coordinates.
NLP principles and presuppositions are like the fundamental concepts of Euclidian geometry.
This corresponds to the Euclidian distance between the data points and the model curve.
NLP presuppositions are like the core concepts of Euclidian geometry.
A possible applicable distance is the Euclidian distance defined for vector spaces of N dimensions.
Process according to claim 5 wherein the measurement of distance is euclidian.
Logical scheme of constructing the structure of Euclidian plane according to Kolmogorov.
In the euclidian case, two successive passes are sufficient to obtain the result.
This principle maximizes the minimum euclidian distance in the sub-assemblies of the partition.
Euclidian geometry was concerned with abstract perfection almost non-existent in nature.
Indeed, a linear isomorphism that preserves the quaternion norm also preserves the euclidian norm.
The ideas on euclidian and non-euclidian geometry of twenty-seven teachers of mathematics are analyzed.
It was indebted to a revival of science, math and Euclidian geometry.
Said sum of the euclidian distances, for all the obstacle points, is estimated thereafter.
Taylor formula and its application . n dimensional Euclidian space.
Euclidian geometry was concerned with abstract perfection almost non-existent in the real world.
In other words, it returns the remainder of the Euclidian division of a by b.
However, Euclidian geometry does not apply to nature.
Method according to claim 5 characterized by using an Euclidian distance function.
In Euclidian geometry, to create a sphere one first defines a point.
Known correlation techniques are employed, such as computing the Euclidian distance.
If a relation is Euclidian and reflexive, it is also symmetric and transitive.
The distance may be any norm distance such as a 2 norm Euclidian distance.
Each squared Euclidian distance is divided by the noise variance σ2.
In the example reported in the table below, the Euclidian distance has been chosen.
Thus, if the Euclidian distance is above a threshold, an anomaly is deemed to exist.
Figure 2 is a dendrogram of the data from this study, showing relationships measured in Euclidian distance.
