Sentences with phrase «for euclidean»

The next step is to search for the Euclidean ROM from the SD card where the firmware was copied.

Whether it's the lackluster tutorial, the notion that hard is the easiest mode or the fact that the last two levels are the simplest in the game, difficulty balancing is not a strength for Euclidean.

When we discuss internally what success looks like for Euclidean, there are a number of perspectives we consider, ranging from your experience as a Euclidean Investor to our reputation in the marketplace.

Time and again, it seems that this divergence between price and value becomes wide enough for Euclidean to invest with a reasonable margin of safety and, we believe, puts the probability of long - term success on our side.

We thought, therefore, it might be a good change of pace to paint a high - resolution picture of what success for Euclidean looks like.

That topic is important for Euclidean investors.

However, our growth aspirations for Euclidean's current fund are not extreme.

However, there is one important topic we have not spent much time on, and that is our vision for Euclidean.

Third, the best investors for Euclidean want aligned relationships.

This has been a challenging time for Euclidean's investors.

There are many critiques of the Common Core Geometry standards posted on the Internet written by Geometry instructors which explain the need for Euclidean Geometry and make it clear that Common Core does a bad job with Geometry.

Not exact matches

Euclidean Technologies Management Llc is the most bullish hedge fund on Preformed Line Products Co, with ownership of 74,912 shares as of Q4 2014 for 3.82 % of the fund's portfolio.

@ Concert: «I believe like a child that suffering will be healed and made up for, that all the humiliating absurdity of human contradictions will vanish like a pitiful mirage, like the despi.cable fabrication of the impotent and infinitely small Euclidean mind of man, that in the world's finale, at the moment of eternal harmony, something so precious will come to pass that it will suffice for all hearts, for the comforting of all resentments, for the atonement of all the crimes of humanity, for all the blood that they've shed; that it will make it not only possible to forgive but to justify all that has happened.»

[16] Although upholders of general relativity theory maintain the unintelligibility of such questions, the questions are unintelligible only within their system Riemannian space depends for basic concepts upon Euclidean geometry, which is then transcended.

In Euclidean geometry, for example, the complete mapping or mathematical «description» of an n - dimensional surface requires a volume of dimension n + 1 or greater.

It is not that Euclidean geometry fixes the meaning of «right line» for Newton that is important for present purposes; rather, it is that the notion of a «state of rest» or a «state of motion in a right line» presupposes some spatial reference, and «uniform motion» and «change of motion» presuppose some temporal reference.

Whitehead did hold in his writings in the philosophy of natural science that Euclidean geometry provided the simplest analysis for the purposes of scientific inquiry:

They declared that all the normal rules of euclidean geometry would apply to this geometry except for Euclid's parallel postulate, which states that if you have a straight line and a point not on that line, there exists at most one straight line that passes through the point and is parallel to the line.

In human clinical trials with Euclidean - based devices, visual acuity has only achieved 20/1260 for implants placed in front of the retina.

For hundreds of years, students were first taught Euclidean Geometry and then Cartesian Geometry.

This is a major mistake because Euclidean Geometry is much easier for kids to grasp (because it relates better to the real world) that Cartesian Geometry.

The geometry homework helpers working with us have witnessed a massive increase in the students enrolling for geometry - related courses which involve the study of different parts of contemporary geometry such as Euclidean geometry, Differential geometry, Topology and geometry, Algebraic geometry, etc..

Dubbed as Euclidean, the update will customize and optimize your Google Nexus 5 for providing on of the best Android experience.

Perhaps deep learning can help us search for patterns in how management teams discuss their business results and future plans that can provide an additional, useful input to how Euclidean invests.

Euclidean's ambition has always been to identify the best methods for distinguishing between companies that are likely to be good investments and those that are likely to disappoint.

For this reason, and in the context of how value and growth investing cycles have worked over time, we expect to deliver attractive long - term results to Euclidean's investors.

We examined the relationship between genetic distance and geographic distance among localities using GENEPOP, which regresses genetic distance against geographic distance (Euclidean, In km), calculates Spearman rank correlation coefficients (rs), and uses Mantel (1967) permutation (106 permutations) to establish 95 % confidence intervals (C / s) for rs.

«What we were specializing in [in urban planning] was how to redevelop areas not using Euclidean zoning, which said you could not layer or mix,» Gosling said at the opening reception for the Art League's 2015 solo exhibits.

Meanwhile, the voidlike burgundy circle, traced in royal blue, nearly resembles a rectangle with a convex side (it's that huge) except for two tiny white corners on the painting's extreme left, forcing the circular shape to retain its Euclidean stability.

For example, Carole Itter's 1979 photographic series, Euclid, documents artist / musician Al Neil tracing Euclidean geometric theorems in the sand at Cates Park in North Vancouver.

For example, an infinite euclidean space (or a sphere) have a translational (or rotational) symmetry, and the symmetry makes an uninformative prior over the space reasonable.

We picture F (v) as a 9 - dimensional manifold (i.e. locally Euclidean) embedded in the higher - dimensional manifold of all possible time series for 1850 - 2010 inclusive.

Least - squares fitting has the downside of exaggerating outliers and the advantage of Euclidean geometry, whose metric is the appropriate one for pre-urban or nontaxicab geometry.

You can aim for least - squared error, straight error, least - cubed error, etc... Even the base error term is adjustable; Euclidean distance isn't mandatory.

For additional reading, see «Euclidean vector» (Wikipedia), «Metes and bounds» (Wikipedia), and «Cartesian coordinate system» (Wikipedia).

Dubbed as Euclidean, the update will customize and optimize your Google Nexus 5 for providing on of the best Android experience.