Geometry given a metric Announcing the arrival of Valued Associate #679: Cesar Manara Planned maintenance scheduled April 17/18, 2019 at 00:00UTC (8:00pm US/Eastern)Gradient flows in metric spacesMetric Spaces needed for Differential GeometryGeometry of Metric SpacesWhat is the metric on a cone?Does it make sense to apply the Manhattan metric to an arbitrary graph?Why pseudo-Riemannian metric cannot define a topology?What is rotation when we have a different distance metric?Are convex metric spaces the “only” way to study ordered geometry within metric geometry?What is the mathematical motivation behind metric geometryHyperbolic geometry vs. hyperbolic plane
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Geometry given a metric
Announcing the arrival of Valued Associate #679: Cesar Manara
Planned maintenance scheduled April 17/18, 2019 at 00:00UTC (8:00pm US/Eastern)Gradient flows in metric spacesMetric Spaces needed for Differential GeometryGeometry of Metric SpacesWhat is the metric on a cone?Does it make sense to apply the Manhattan metric to an arbitrary graph?Why pseudo-Riemannian metric cannot define a topology?What is rotation when we have a different distance metric?Are convex metric spaces the “only” way to study ordered geometry within metric geometry?What is the mathematical motivation behind metric geometryHyperbolic geometry vs. hyperbolic plane
$begingroup$
if I have a metric like this:
$ds^2=dr^2 +e^2r dtheta^2$
how do I visualise the geometry/topology ?
Can someone make a graph for that?
I cannot visualise how can you rotate through an angle $theta$ and making a displacement when $r=0$.
metric-spaces
asked Mar 31 at 18:29
ODEODE
142
$endgroup$
add a comment |
$begingroup$
if I have a metric like this:
$ds^2=dr^2 +e^2r dtheta^2$
how do I visualise the geometry/topology ?
Can someone make a graph for that?
I cannot visualise how can you rotate through an angle $theta$ and making a displacement when $r=0$.
metric-spaces
asked Mar 31 at 18:29
ODEODE
142
$endgroup$
add a comment |
$begingroup$
if I have a metric like this:
$ds^2=dr^2 +e^2r dtheta^2$
how do I visualise the geometry/topology ?
Can someone make a graph for that?
I cannot visualise how can you rotate through an angle $theta$ and making a displacement when $r=0$.
metric-spaces
asked Mar 31 at 18:29
ODEODE
142
$endgroup$
if I have a metric like this:
$ds^2=dr^2 +e^2r dtheta^2$
how do I visualise the geometry/topology ?
Can someone make a graph for that?
I cannot visualise how can you rotate through an angle $theta$ and making a displacement when $r=0$.
metric-spaces
metric-spaces
asked Mar 31 at 18:29
ODEODE
142
asked Mar 31 at 18:29
ODEODE
142
asked Mar 31 at 18:29
ODEODE
142
asked Mar 31 at 18:29
ODEODE
142
asked Mar 31 at 18:29
ODEODE
142
142
add a comment |
add a comment |
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