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New posts in curves
Absolute Value equations in 2 variables ($|x-y|+|x+y|=\sqrt5$) [duplicate]
calculus
education
curves
absolute-value
Is there a generalization of the helix from $\mathbb{R}^3$ to $\mathbb{R}^4$?
differential-geometry
curves
What mathematical shape is the surface of waves on water?
curves
How to modify the function $y=a-be^{-cx}$ so that it will look wavy? [ other forms can be suggested ]
exponential-function
graphing-functions
curves
upper-lower-bounds
wave-equation
How does the focus-directrix definition of a conic section apply to a circle?
geometry
analytic-geometry
conic-sections
curves
Parametric equation for a space curve
curves
parametrization
Defining curvature via osculating circles
differential-geometry
curves
curvature
osculating-circle
Does the degree of a projective curve depend on the embedding into projective space?
algebraic-geometry
curves
schemes
projective-schemes
How to determine the bounding curve of a moving circular sector?
geometry
euclidean-geometry
analytic-geometry
problem-solving
curves
How to project a parametric curve to a free-form parametric surface
geometry
differential-geometry
curves
surfaces
parametric
Implicit equation of a rotated ellipse
geometry
graphing-functions
conic-sections
curves
Why don't parabolas have asymptotes?
asymptotics
conic-sections
curves
Is $f(\theta) = 1 - \alpha \sin{\theta}$ an odd function?
algebra-precalculus
curves
even-and-odd-functions
Geodesic between two points
real-analysis
ordinary-differential-equations
differential-geometry
curves
geodesic
Curve of fastest descent between three points.
optimization
curves
calculus-of-variations
Nonsingular projective curve model corresponding to $y^2 = x^4+1$
algebraic-geometry
curves
projective-space
Normal curvature visualization
geometry
curves
geodesic
What type of curve is described by $\cos{x}+\cos{x}\cos{y}+\cos{y}=0$?
curves
plane-curves
implicit-function
What type of curve is described by $4(\cos{x}+\cos{y})-6(\cos{2x}+\cos{2y})+8\cos{x}\cos{y}=7$?
curves
plane-curves
implicit-function
Locus of points such that facing Mecca is the same as facing east
curves
spherical-geometry
locus
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