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15
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Conditions such that $x→a×\log(b+cx)+d$ has a fixed point

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#real-analysis #fixed-point-theorems #fixed-points
236
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Fixed-point theorem for a component-wise convex function.

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#multivariable-calculus #convex-analysis #fixed-point-theorems #fixed-points
78
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Equivalence of Caristi fixed point theorem and Ekeland's variational principle

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#metric-spaces #fixed-point-theorems #fixed-points
96
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Fixed points and their stability on a non-linear ODE

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#ordinary-differential-equations #stability-in-odes #fixed-points #nonlinear-dynamics
97
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Convergence of fixed points

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#real-analysis #fixed-point-theorems #fixed-points
57
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Fixed point theorem for $f :\mathbb{R}\to \mathbb{R}$, alternative proof

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#calculus #fixed-point-theorems #lipschitz-functions #fixed-points
59
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Help with convergence of sequence

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#sequences-and-series #convergence-divergence #numerical-methods #fixed-points
104
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Fixed points of $ e^{x+1/x} = x$ in $\mathbb{R}$

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#real-analysis #fixed-points
32
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Approximate fixed point sequences

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#functional-analysis #fixed-points
82
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Fixed points of orthogonal complement of regular representation

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#vector-spaces #finite-groups #representation-theory #fixed-points
50
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How do we know that $F^{n + 1}(\overrightarrow{\emptyset}) = F(F^n(\overrightarrow{\emptyset}))$?

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#computer-science #order-theory #lattice-orders #monotone-functions #fixed-points
123
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Permutations and fixed points

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#permutations #fixed-points
29
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Maximum interval of definition of $\frac{dy}{dt} = f(t, y) $, where $f \in C^1$, $y(t_0) = y_0 $

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#ordinary-differential-equations #fixed-point-theorems #fixed-points
43
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How to show that this poset has a fixed point property?

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#order-theory #fixed-points
102
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How does this difference equation (discrete function map) behave?

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#recurrence-relations #fixed-point-theorems #fixed-points

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