forked from DynamoDS/Dynamo
-
Notifications
You must be signed in to change notification settings - Fork 0
Expand file tree
/
Copy pathIntegerOverflow.html
More file actions
47 lines (38 loc) · 78 KB
/
IntegerOverflow.html
File metadata and controls
47 lines (38 loc) · 78 KB
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
36
37
38
39
40
41
42
43
44
45
46
47
<head>
<meta charset="utf-8" />
</head>
<style>body { color: white; font-size: 14px; font-family: "Artifakt Element"; src: url("fonts/ArtifaktElement-Regular.woff") format("woff"); padding: 1%; } a { color: lightgray; cursor: pointer; background-color: transparent; } img { min-width:300px; max-width:450px; width:100%; } table td, table th { border: 1px solid white; border-collapse: collapse; } .number_cell { text-align: right; }</style>
<!-- Use inline styles to keep Dynamo Dictionary styling in the dictionary -->
<!-- and custom styling in Dynamo sidepanel. -->
<body style="background-color: #353535; font-family: 'Artifakt Element', 'Open Sans';">
<h2>Operace vedla k přetečení celého čísla.</h2>
<p>Přetečení celého čísla se provede, pokud číselná hodnota spadá mimo rozsah, ve kterém lze dané celé číslo vyjádřit. Buď větší než maximum, nebo menší než minimum. To může způsobit, že se celá hodnota v celém čísle posune kolem maximální nebo minimální hodnoty a vygeneruje neočekávaný výsledek.</p>
<h4>Jak provést opravu</h4>
<p>Při práci s velmi velkými čísly místo <strong>int</strong> (typ celého čísla) zkuste použít <strong>double</strong> (typ desetinného čísla). Obě hodnoty se používají k reprezentaci čísel, ale výrazně se liší v rozsahu hodnot, které podporují:</p>
<table>
<thead>
<tr>
<th>Typ</th>
<th>Minimum (přibližné)</th>
<th>Maximum (přibližné)</th>
</tr>
</thead>
<tbody>
<tr>
<td>int</td>
<td class="number_cell">-9.2e18</td>
<td class="number_cell">9.2e18</td>
</tr>
<tr>
<td>double</td>
<td class="number_cell">-1.7e308</td>
<td class="number_cell">1.7e308</td>
</tr>
</tbody>
</table>
<p>V tabulce výše je číslo po <strong>e</strong>, které představuje, kolikrát byste měli násobit 10, abyste získali skutečné minimum nebo maximum. Jak vidíte, rozdíl je přibližně 290 číslic, což z toho dělá velké číslo a těžko se v praxi dosáhne.</p>
<p>Použití typu <strong>double</strong> místo <strong>int</strong> může být provedeno mnoha způsoby, ale nejjednodušší je vynásobit <strong>1.0</strong>, jako v následujícím příkladu:</p>
<!--integerOverflow_image1.png--><img src="data:image/png;base64,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" alt="Example of converting numbers from int to double to avoid overflow"/><h4>Další informace</h4>
<p>Další informace naleznete na <a href="https://forum.dynamobim.com/search?q=integer%20overflow"><span>příspěvcích fóra aplikace Dynamobim, kde se diskutuje problém <strong>přetečení celého čísla</strong></span></a>.</p>
</body>