Voorbeelden van het gebruik van This geometry in het Engels en hun vertalingen in het Nederlands
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Colloquial
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Official
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Ecclesiastic
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Medicine
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Financial
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Computer
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Ecclesiastic
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Official/political
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Programming
Is that very often, the rules of this geometry.
This geometry will be used in section 8.
I will export this geometry.
This geometry describes the shapes
Saccheri first studied this geometry in 1733.
This geometry prevents the monopile from swinging back and forth.
humans is based on this geometry.
So in this geometry, Pappus doesn't hold either. See above, remark 1.
Distances are in the Spatial Reference System of this geometry.
Yet, no one has ever thought of this geometry with flexible slings.
This geometry can be modeled as a left invariant metric on the Bianchi group of type IX.
In our blog we explain in detail what makes this geometry so sacred.
For a profile this geometry can be something other than Base,
And a surprising aspect of it is that very often, the rules of this geometry are extremely short.
The purity of this geometry means that even different shapes look perfectly natural next to each other.
There are exactly 10 finite closed 3-manifolds with this geometry, 6 orientable and 4 non-orientable.
This geometry can be modeled as a left invariant metric on the Bianchi groups of type I or VII0.
Under Ricci flow manifolds with this geometry collapse to a point in finite time.
This geometry is hugely important for bale size
Tractive force shall be not less than 0.85 this geometry, coil Sheviki with the Patriots so start to slip away from the axis of the wheel.
This geometry actually exists as a standing-wave pattern in all different levels of scale, from quantum to Universal.
Finite volume manifolds with this geometry are all compact,
This geometry will starve the fire just enough
But then, Nassim showed me, that this geometry of 64, is encoded time and again in cultures across the centuries
Manifolds with this geometry are all compact,
No conventional physicist has explained why this geometry is there,
I have studied this geometry in great detail
I have studied this geometry in great detail
a'straight line' of this geometry is(by definition)
a'straight line' of this geometry is either a(real)