I can easily read 2e15 as "two quadrillion" at a glance, but for 2000000000000000 I have to count the zeroes, which takes longer and can lead to errors.
Why can't I declare an int or long using a literal such as 2e9 or 1.3e6? I understand that a negative power of 10, such as 2e-3, or a power of 10 that is less than the number of decimal places, such as 1.0003e3, would produce a floating point number, but why doesn't Java allow such declarations, and simply truncate the floating-point part and issue a mild warning in cases where the resulting value is non-integral?
Is there a technical reason why this is a bad idea, or is this all about type-safety? Wouldn't it be trivial for the compiler to simply parse a statement like
long x = 2e12 as long x = 2000000000000 //OK for long
and int y = 2.1234e3 as int y = 2123.4 //warning: loss of precision
It's because when you use the scientific notation you create a floating point number (a double in your example). And you can't assign a floating point to an integer (that would be a narrowing primitive conversion, which is not a valid assignment conversion).
So this would not work either for example:
int y = 2d; //can't convert double to int
You have a few options:
explicitly cast the floating point to an integer: int y = (int) 2e6;
with Java 7+ use a thousand separator: int y = 2_000_000;
Because it's a shortcoming of Java.
(Specifically, there is clearly a set of literals represented by scientific notation that are exactly represented by ints and longs, and it is reasonable to desire a way to express those literals as ints and longs. But, in Java there isn't a way to do that because all scientific notation literals are necessarily floats because of Java's language definition.)
You are asking about the rules on writing a integer literals. See this reference:
http://docs.oracle.com/javase/tutorial/java/nutsandbolts/datatypes.html
The capability to use scientific notation as an integer literal might make things easier indeed but has not been implemented. I do not see any technical reason that would prevent such a feature from being implemented.
Related
android app needs to generate uuid with 13 chars. But that may increase the chance of clashing.
Come up with this function, idea was adding the uuid's most/least SignificantBits, and then get the string from the Long. and then figure out the 13 byte length part from the result. Test run seems not seeing clash on single machine (+100,000 uuids).
But not sure the clashing possibility across machines.
is there a better way which generates 13 chars uuid and reasonable low classing rate?
val random = Random()
fun generateUUID() {
val uuid: UUID = UUID.randomUUID()
val theLong = if (random.nextBoolean()) {
uuid.mostSignificantBits + uuid.leastSignificantBits
} else {
uuid.leastSignificantBits + uuid.mostSignificantBits
}
return java.lang.Long.toString(theLong, Character.MAX_RADIX)
}
It won't be an UUID in the strict sense anymore; UUID describes a very specific data structure. Using the low bits of a proper UUID is generally a bad idea; those were never meant to be unique. Single machine tests will be inconclusive.
EDIT: now that I think of it, what exactly is "char" in the question? A decimal digit? A hex digit? A byte? An ASCII character? A Unicode character? If the latter, you can stuff a full proper UUID there. Just represent it as binary, not as a hexadecimal string. A UUID is 128 bits long. A Unicode codepoint is 20 bits, ergo 13 of those would cover 260 bits, that's well enough.
The Java char datatype is, effectively, slightly less than 16 bits. If by "13 chars" you mean a Java string of length 13 (or an array of 13 chars), you can still stuff a UUID there, with some trickery to avoid reserved UTF-16 surrogate pair values.
All that said, for globally unique ID generation, they usually use a combination of current time, a random number, and some kind of device specific identifier, hashed together. That's how canonical UUIDs work. Depending on the exact nature of the size limit (which is vague in the question), a different hash algorithm would be advisable.
EDIT: about using the whole range of Unicode. First things first: you do realize that both "du3d2t5fdaib4" and "8efc9756-70ff-4a9f-bf45-4c693bde61a4" are hex strings, right? They only use 16 characters, 0-9 and a-f? The dashes in case of the second one can be safely omitted, they're there just for readability. Meanwhile, a single Java char can have one of 63488 possible values - any codepoint from 0 to 0xFFFF, except for the subrange 0xD800..0xDFFF, would do. The string with all those crazy characters won't be nice looking or even printable; it could look something like "芦№Π║ثЯ"; some of the characters might not display in Android because they're not in the system font, but it will be unique all right.
Is it a requirement that the unique string displays nicely?
If no, let's see. A UUID is two 64-bit Java longs. It's a signed datatype in Java; would've been easier if it was unsigned, but there's no such thing. We can, however, treat two longs as 4 ints, and make sure the ints are positive.
Now we have 4 positive ints to stuff into 13 characters. We also don't want to mess with arithmetic that straddles variable boundaries, so let's convert each integer into a 3 character chunk with no overlap. This wastes some bits, but oh well, we have some bits to spare. An int is 4 bytes long, while 3 Java characters are 6 bytes long.
When composing the chars, we would like to avoid the area between D800 and DFFF. Also, we would want to avoid the codepoints from 0 to 1F - those are control characters, unprintable by design. Also, let's avoid character 0x20 - that's space. Now, I don't know exactly how will the string be used; whether or not it will be used in a text format that doesn't allow for escaping and therefore if certain other characters should be avoided to make things simpler downstream.
A contiguous character range is easier to work with, so let's completely throw away the range upwards from 0xD800, too. That leaves us with 0xD7DF distinct codepoints, starting from 0x21. Three of those is plenty enough to cover a 32-bit int. The rule for converting an int into a character triple is straightforward: divide the int by 0xD7DF twice, take the remainders, add the remainders to the base codepoint (which is 0x21). This algorithm is your vanilla "convert an int to a string in base N", with the knowledge that there can be no more than three digits.
All things considered, here goes Java:
public static String uuidToWeirdString(UUID uuid)
{
//Description of our alphabet: from 021 to 0xD7FF
final int ALPHA_SIZE = 0xD7DF, ALPHA_BASE = 0x21;
//Convert the UUID to a pair of signed, potentially negative longs
long low = uuid.getLeastSignificantBits(),
high = uuid.getMostSignificantBits();
//Convert to positive 32-bit ints, represented as signed longs
long []parts = {
(high >> 32) & 0xffffffff,
high & 0xffffffff,
(low >> 32) & 0xffffffff,
low & 0xffffffff
};
//Convert ints to char triples
int nPart, pos = 0;
char []c = new char[12];
for(nPart=0;nPart<4;nPart++)
{
long part = parts[nPart];
c[pos++] = (char)(ALPHA_BASE + part / (ALPHA_SIZE*ALPHA_SIZE));
c[pos++] = (char)(ALPHA_BASE + (part / ALPHA_SIZE ) % ALPHA_SIZE);
c[pos++] = (char)(ALPHA_BASE + part % ALPHA_SIZE);
}
return new String(c);
}
Feast your eyes on the beauty of the Unicode.
A UUID is a 128-bit data type, commonly shown in a 36-character hexadecimal representation, or about 4 bits per character.
Your example is "du3d2t5fdaib4". That only uses lower case Latin letters and Arabic numerals, which gives you about 5 bits per character, or 13×5=65 bits. If you also allow upper case Latin letters, that gives you about 6 bits per character, or 13×6=78 bits.
You cannot fit a 128-bit value into a 65- or 78-bit data type without throwing away nearly half of the bits, which will radically increase the odds of collision—perhaps even guarantee it depending on how the UUIDs were generated and which bits you throw away.
I'm actually using Math.sin() in my android app to calculate a sinus of a given angle (using Math.toRadians(angle_in_degrees)). For exemple when I want to get the Math.cos(90) which is 0, the result is 6.123233... E-17. Thanks you.
For floating point numbers, the system can often only approximate their values. For instance, the system would return something like 0.333333 for the expression (1.0 / 3). The number of 3s after the decimal point will be different depending on whether you're a floats or doubles, but it will still be limited to some finite length.
If you're just displaying the value, then you can limit the number of digits using something like String.format("%0.2f", value) or by rounding it using one of the rounding functions such as Math.round().
The tricky part comes when you need to compare the value to something. You can't just use if (value == some_constant) or even if (value == some_variable). At minimum, you usually have to use something like if (Math.abs(value - some_constant) < 0.001). The actual value of the '0.001' depends on the needs of your particular application and is customarily defined as a named constant.
For more complicated needs, you can implement the algorithm in the Floating-Point Guide.
You're getting back an approximation from Math.cos(Math.toRadians(90)) which is
6.123233... E-17 == 0.00000000000000006123233... which is basically 0
The following link should help clear things up as far as the precision of doubles/floats in programming.
http://www.java67.com/2015/09/float-and-double-value-comparison-in-java-use-relational.html
I am trying to make a program that takes some user input, runs a few calculations and outputs the answer. My problem is that this answer is sometimes many decimal places long which is causing some aesthetic and layout problems. I only need to display 4 decimal places worth of data. Is there anyway to limit the precision of these numbers at output time? (The Numbers are stored in floats and I'm programming for Android.)
You can format a float to 4 decimal places using String.format.
Example:
String result = String.format("%.4f", theNumber);
See also:
How to nicely format floating numbers to String without unnecessary decimal 0?
String.format(format, args)
Format strings in Java
The Javadoc for this says:
Only the lower two bytes of the integer oneChar are written.
What effect, if any, does this have on writing non-utf8 encoded chars which have been cast to an int?
Update:
The code in question receives data from a socket and writes it to a file. (A lot of things happen between receiving and writing, so I can't just use the string I get using BufferedReader#readLine()). I was using Writer#write(char[]) but this meant I had to create a new char array each time. To get around creating an array everytime, I had a single char array which is filled with -1 (cast to a char).
I then use TextUtils#getChars to fill it, expanding the array if necessary. For writing, I loop through the array, writing to the Writer until char[i] == (char) -1 == true.
Internally, write(int) will just cast its parameter to char, so write(i) is equivalent to write((char)i).
Now in Java, internally char is just an integer type, with the range 0-65535 (i.e. 16 bit). The cast int -> char is a "narrowing primitive conversion" (Java Language spec, 5.1.3), and int is a signed integer, hence:
A narrowing conversion of a signed
integer to an integral type T simply
discards all but the n lowest order
bits, where n is the number of bits
used to represent type T. In addition
to a possible loss of information
about the magnitude of the numeric
value, this may cause the sign of the
resulting value to differ from the
sign of the input value.
That's why the Javadoc says that only the lower two bytes are written.
Now, what this means in terms of characters depends on how you want to interpret the int values. A char in Java represents a Unicode code point in UTF-16, that is the 16 bit number represented by the char is interpreted as the number of the Unicode code point. So if each of your int values is the number of a 16 bit code point, you're fine (actually, this is only true for characters in the BMP; if you use characters in the supplementary planes, each Unicode code point will be encoded into two chars). If it's anything else (including a code point with more than 16 bit, or a negative number, or something else entirely), you'll get garbage.
What effect, if any, does this have on
writing non-utf8 chars which have been
cast to an int?
There is no such thing as a "non-utf8 char". UTF-8 is an encoding, that is a way to represent a Unicode code point, so the question as posed is meaningless. Maybe you could explain what your code does?
i have a problem with double values i need to store in an android homed sqlite database. since these double values represent gps values (lat & lng), i really NEED an absolute precision down to the 9th number after the comma.
now i have a table like this:
CREATE TABLE x REAL lng;
and insert sth (hardcoded) like:
INSERT INTO x lng = '1.0';
and when reading lng from this table into some (java) double variable, i get a value like "0.999956837" - this renders the values pretty useless to me.
is there a way to enforce the precision i need other than storing the values as "text" fields (what would make expensive casts neccessary) or storing them as integers (meaning i need to multiply/divide at each write/read-op)?
SQLite is typeless, that means all representation is written as text, probably the wrapper api does some converts you don't know of, that you get those results.
If you need to store the data as string do it.
Just when you read out the double make sure you saved in the right format, you can use getDouble on the column.
double has about 17 decimal digits of precision, so if 9 digits is what you need, there should be no problem (assuming that you don't do any complex calculations on those values). Just make sure you never end up using float, because that has only about 7 digits of precision.
You should also make sure you understand how binary floating-point works, and that it will always result in seemingly "round" values becoming slightly off - which simply does not matter for most applications (including yours) as long as it happes somewhere in the 17th decimal digit. See that link also for alternatives for applications where it does matter.