@@ -4032,11 +4032,11 @@ class BTerm(TermWithCoefficient):
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given by ``valid_from``.
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For example, we have terms that represent functions
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- - bounded by `5|x|^2` for `|x| >= 3`,
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+ - bounded by `5|x|^2` for `|x| \ge 3`,
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- - bounded by `42|x|^3` for `|x| >= 15` and `|y| >= 15`, or
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+ - bounded by `42|x|^3` for `|x| \ge 15` and `|y| \ge 15`, or
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- - bounded by `42 |x|^3 |y|^2` for `|x| >= 10` and `|y| >= 20` (see below for the actual examples).
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+ - bounded by `42 |x|^3 |y|^2` for `|x| \ge 10` and `|y| \ge 20` (see below for the actual examples).
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INPUT:
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@@ -4063,19 +4063,19 @@ class BTerm(TermWithCoefficient):
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sage: T(x^2, coefficient=5, valid_from={'x': 3})
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B(5*x^2, x >= 3)
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- This is a term bounded by `5|x|^2` for `|x| >= 3`.
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+ This is a term bounded by `5|x|^2` for `|x| \ge 3`.
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::
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sage: T(x^3, coefficient=42, valid_from={'x': 15, 'y': 15})
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B(42*x^3, x >= 15, y >= 15)
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- This is a term bounded by `42|x|^3` for `|x| >= 15` and `|y| >= 15`.
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+ This is a term bounded by `42|x|^3` for `|x| \ge 15` and `|y| \ge 15`.
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::
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sage: T(x^3*y^2, coefficient=42, valid_from={'x': 10, 'y': 20})
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B(42*x^3*y^2, x >= 10, y >= 20)
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- This is a term bounded by `42 |x|^3 |y|^2` for `|x| >= 10` and `|y| >= 20`.
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+ This is a term bounded by `42 |x|^3 |y|^2` for `|x| \ge 10` and `|y| \ge 20`.
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"""
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def __init__ (self , parent , growth , coefficient , valid_from ):
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