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curvature is constant
curvature is not sufficient for
curvature is not
curvature is incorrect
curvature is not sufficient for regularity
curvature is piecewise quadratic of
curvature is constant ch
curvature is not justified
curvature is given by
curvature is "intrinsic
curvature is incorrect frencheneesz
curvature is not sufficient for regularity william a
curvature is piecewise quadratic of arclength
curvature is not to be confused with the curvature of a curve
curvature is the amount by which a curve
curvature is 0
curvature is ``intrinsic
curvature is an ensemble of virtuoso musicians engaged in the development of jack west's ground breaking progressive
curvature is a property not of a curve
curvature is a mathematical concept that measures the bending properties of a curve
curvature is the reciprocal of the radius of curvature
curvature is 0; at a point on a sphere of radius r
curvature is equal to 2 times the euler characteristic of s
curvature is one generalization of curvature to surfaces
curvature is a ratio of turning
curvature is measured by its lensing effect on spots in the microwave background
curvature is best explained by the following which is found in differential geometry of curves and surfaces
curvature is
curvature is normally represented by the greek symbol kappa
curvature is a point known as the focal point; the focal point is denoted by the letter f in the diagram below
curvature is a function which at each point measures how it is bending in 3
curvature is unknown
curvature is the basic notion for expressing gravitational fields; and although the expression of riemann curvature tensor is different depending
curvature is to make diagrams
curvature is simply a trace of the curvature tensor
curvature is also zero
curvature is best understood on the example of an ideally elastic rod exposed to bending stress
curvature is suspected on exam
curvature is replaced with an additive set function which
curvature is one of the most natural choices for defining the
curvature is a measure of how sharply a curve is turning as it is traversed
curvature is motivated by the following exact result
curvature is concave up
curvature is pointwise constant pag
curvature is the reciprocal of the radius
curvature is that an inelastic net that fits the surface in one area fits it everywhere
curvature is inherently linked
curvature is an extension of riemannian sectional curvature to finsler geometry
curvature is computed using the relations
curvature is defined by usual riemann tensor on 3
curvature is selected then a surface scalar field is generated containing the maximal principal curvature of a triangle or of a point
curvature is bounded below by 4
curvature is positive when the center of curvature is
curvature is independent of
curvature is half the
curvature is constant it
curvature is so marked
curvature is usually measured either as gaussian curvature or mean curvature
curvature is great and the magnitude of the smallest
curvature is given by x
curvature is large suppression
curvature is negative
curvature is low in areas which are not bending is highly
curvature is a circle that "fit" the curve at a point
curvature is noted
curvature is tangent to the curve and hence the tangent line
curvature is very small and the curvature sphere will be very larger
curvature is flat
curvature is called scoliosis
curvature is the numerical
curvature is positive
curvature is equal to the sum of the values of two elements adjacent on opposite sides to the central element minus twice the central
curvature is getting in the way of your successfully having intercourse
curvature is related to crimp
curvature is connected to the writhing number of a space curve and has applications in the study of self
curvature is evenly distributed along the roll boundaries
curvature is very slight and so the distances we need to cover to observe it are quite impractical
curvature is known in
curvature is a kind of average curvature used in dimensions 3 and up
curvature is very seldom totally eliminated
curvature is therefore dependent on
curvature is measured from the x
curvature is furthermore motivated by reviewing examples from biological and perceptual studies
curvature is extremely tiny
curvature is h = 1/2 *
curvature is then defined in two ways
curvature is essentially proportional to the metric
curvature is non zero
curvature is zero
curvature is positive and where it is negative
curvature is negative enough then
curvature is used to separate image into peaks or holes and saddle surfaces
curvature is an n
curvature is any directed curvature measured relative to the current view axis
curvature is at the reflection of the point on the curve at which we compute it