vault backup: 2021-10-20 07:56:59

This commit is contained in:
Daniel Bulant 2021-10-20 07:56:59 +02:00
parent a1c46391da
commit 4ebe2bda80
5 changed files with 79 additions and 24 deletions

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@ -1,32 +1,25 @@
[
"obsidian-charts",
"obsidian-git",
"obsidian-activity-history",
"obsidian-gist",
"emoji-shortcodes",
"dataview",
"templater-obsidian",
"obsidian-mind-map",
"obsidian-outliner",
"obsidian-admonition",
"table-editor-obsidian",
"obsidian-admonition",
"obsidian-auto-link-title",
"open-note-to-window-title",
<<<<<<< HEAD
"obsidian-autocomplete-plugin",
"code-block-copy",
"cycle-through-panes",
"dataview",
"cm-editor-syntax-highlight-obsidian",
"emoji-shortcodes",
"obsidian-emoji-toolbar",
"obsidian-latex",
"obsidian-filename-heading-sync",
"obsidian-gist",
"hotkey-helper",
"obsidian-icons-plugin",
"obsidian-kanban",
"obsidian-mind-map",
"obsidian-charts",
"url-into-selection",
"obsidian-plugin-toc",
"wikilinks-to-mdlinks-obsidian"
=======
"obsidian-filename-heading-sync",
"obsidian-latex"
>>>>>>> 518b3cab39ab3f46cd019b871e71bcfddd414374
"templater-obsidian",
"wikilinks-to-mdlinks-obsidian",
"obsidian-outliner"
]

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@ -12,8 +12,8 @@
"checkpointList": [
{
"path": "/",
"date": "2021-10-18",
"size": 44787
"date": "2021-10-19",
"size": 44567
}
],
"activityHistory": [
@ -82,27 +82,51 @@
},
{
"date": "2021-10-04",
"value": 3088
"value": 3282
},
{
"date": "2021-10-05",
"value": 0
"value": 661
},
{
"date": "2021-10-06",
"value": 0
},
{
"date": "2021-10-08",
"value": 715
},
{
"date": "2021-10-09",
"value": 2175
},
{
"date": "2021-10-10",
"value": 52
},
{
"date": "2021-10-11",
"value": 1447
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{
"date": "2021-10-18",
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"date": "2021-10-12",
"value": 0
},
{
"date": "2021-10-13",
"value": 321
},
{
"date": "2021-10-14",
"value": 1265
},
{
"date": "2021-10-15",
"value": 2347
},
{
"date": "2021-10-19",
"value": 1661
}
]
}

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# Průnik množin $\cap$
$$
A \cap B = \{\forall x \in M : x \in A \wedge x \in B\}
$$
- $\wedge$ - a zároveň
- $\forall$ - pro všechny
## Podmnožina $\subseteq$
$$
A \subseteq B \Leftrightarrow \forall x \in A : x \in B
$$
Množina A je podmnožinou množiny B právě tehdy, když pro všechna x ležící v A platí že x je prvkem množiny B.
## Sjednocení množin $\cup$
$$
A \cup B = \{\forall x \in M: x \in A \wedge x \in B\}
$$
Sjednocení množin A, B je množina všech prvků které patří alespoň do jedné z množin A, B.
## Doplněk množiny $a'$
$$
A' = \{ \forall x \in M: x \notin A \}
$$
Doplnění množiny o prvky které nejsou v původní množině.
## Rozdíl množin $a-b$
$$
A-B = \{ \forall x \in A \wedge x \notin B\}
$$
Všechny prvky množiny A které nejsou v množině B.
## Příklady
$$
A \cap (B \cup C) = { \forall x \in M : x \in A \wedge (x \in B \wedge x \in C)}
$$
$$
(A \cap B) \cup (B \cap C) \cup (A \cap C) - A \cap (B \cap C)
$$

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# Procesory AMD x Intel