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Qué (quién) es moment of torsion - definición
MATHEMATICAL MEASURE OF HOW MUCH A CURVE TWISTS
Torsion (space curve); Torsion of curves; Torsion of curve; Radius of Torsion; Radius of torsion; Torsion points on curves
Analytic torsion
TOPOLOGICAL INVARIANT OF MANIFOLDS THAT CAN DISTINGUISH HOMOTOPY-EQUIVALENT MANIFOLDS; COMPUTABLE AS A REGULARIZED DETERMINANT OF THE LAPLACIAN FOR AN ARBITRARY RIEMANNIAN METRIC
Torsion (topology); Reidemeister torsion; R torsion; R-torsion; Ray-Singer torsion; Ray–Singer torsion; Reidemeister-Franz torsion; De Rham torsion; Franz torsion; Franz-Reidemeister torsion
In mathematics, Reidemeister torsion (or R-torsion, or Reidemeister–Franz torsion) is a topological invariant of manifolds introduced by Kurt Reidemeister for 3-manifolds and generalized to higher dimensions by and .
Testicular torsion
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SPERMATIC CORD (FROM WHICH THE TESTICLE IS SUSPENDED) TWISTS, CUTTING OFF THE TESTICLE'S BLOOD SUPPLY
Spermatic cord torsion; Torsion of testis; Testicular tortion; Torsion of the testes; Torsion of the testicle; Testicle torsion; Intermittent testicular tortion; Bell-clapper deformity; Intermittent testicular torsion
Testicular torsion occurs when the spermatic cord (from which the testicle is suspended) twists, cutting off the blood supply to the testicle. The most common symptom in children is sudden, severe testicular pain.
moment of truth
WIKIMEDIA DISAMBIGUATION PAGE
The Moment of Truth (disambiguation); Moment Of Truth; The Moment of Truth; The Moment Of Truth; Moment of Truth (disambiguation); Moment of Truth (Album); TMOT; The Moment of Truth (album); Moment of truth; Moment of Truth (album); The Moment of Truth (song); The Moment of Truth (film); Moment of Truth (TV series)
(moments of truth)
If you refer to a time or event as the moment of truth, you mean that it is an important time when you must make a decision quickly, and whatever you decide will have important consequences in the future.
Both men knew the moment of truth had arrived.
= crunch
N-COUNT
Wikipedia
Torsion of a curve
In the differential geometry of curves in three dimensions, the torsion of a curve measures how sharply it is twisting out of the osculating plane. Taken together, the curvature and the torsion of a space curve are analogous to the curvature of a plane curve. For example, they are coefficients in the system of differential equations for the Frenet frame given by the Frenet–Serret formulas.
