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- title : ๆฐๅผๅฝๆฐ๏ผNumeric Functions๏ผ
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+ title : ๆฐๅผๅฝๆฐ
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---
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- ๆฌ้กต้ขๅ
จ้ขๆฆ่ฟฐไบ Databend ไธญ็ๆฐๅผๅฝๆฐ๏ผๆๅ่ฝๅ็ฑปไปฅไพฟๅ่ ใ
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+ ๆฌ้กต้ขๆๅ่ฝๅ็ฑป๏ผๅ
จ้ขๆฆ่ฟฐไบ Databend ไธญ็ๆฐๅผๅฝๆฐ๏ผๆนไพฟๆจๆฅ้
ใ
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- ## ๅบ็ก็ฎๆฏๅฝๆฐ
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+ ## ๅบๆฌ็ฎๆฏๅฝๆฐ
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- | ๅฝๆฐ | ๆ่ฟฐ | ็คบไพ |
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+ | Function | Description | Example |
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| ----------| -------------| ---------|
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| [ PLUS] ( plus.md ) / [ ADD] ( add.md ) | ๅ ๆณ่ฟ็ฎ็ฌฆ | ` 5 + 3 ` โ ` 8 ` |
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| [ MINUS] ( minus.md ) / [ SUBTRACT] ( subtract.md ) | ๅๆณ่ฟ็ฎ็ฌฆ | ` 5 - 3 ` โ ` 2 ` |
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| [ MULTIPLY] ( multiply.md ) | ไนๆณ่ฟ็ฎ็ฌฆ | ` 5 * 3 ` โ ` 15 ` |
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| [ DIV] ( div.md ) | ้คๆณ่ฟ็ฎ็ฌฆ | ` 10 / 2 ` โ ` 5.0 ` |
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- | [ DIV0] ( div0.md ) | ้คๆฐไธบ้ถๆถ่ฟๅ 0 ่ไธๆฅ้ | ` DIV0(10, 0) ` โ ` 0 ` |
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- | [ DIVNULL] ( divnull.md ) | ้คๆฐไธบ้ถๆถ่ฟๅ NULL ่ไธๆฅ้ | ` DIVNULL(10, 0) ` โ ` NULL ` |
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+ | [ DIV0] ( div0.md ) | ้คไปฅ้ถๆถ่ฟๅ 0 ่ไธๆฏๆฅ้ | ` DIV0(10, 0) ` โ ` 0 ` |
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+ | [ DIVNULL] ( divnull.md ) | ้คไปฅ้ถๆถ่ฟๅ NULL ่ไธๆฏๆฅ้ | ` DIVNULL(10, 0) ` โ ` NULL ` |
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| [ INTDIV] ( intdiv.md ) | ๆดๆฐ้คๆณ | ` 10 DIV 3 ` โ ` 3 ` |
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- | [ MOD] ( mod.md ) / [ MODULO] ( modulo.md ) | ๅๆจก่ฟ็ฎ ๏ผไฝๆฐ๏ผ | ` 10 % 3 ` โ ` 1 ` |
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- | [ NEG] ( neg.md ) / [ NEGATE] ( negate.md ) | ๅ่ด่ฟ็ฎ | ` -5 ` โ ` -5 ` |
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+ | [ MOD] ( mod.md ) / [ MODULO] ( modulo.md ) | ๆจก่ฟ็ฎ ๏ผไฝๆฐ๏ผ | ` 10 % 3 ` โ ` 1 ` |
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+ | [ NEG] ( neg.md ) / [ NEGATE] ( negate.md ) | ๅๅ | ` -5 ` โ ` -5 ` |
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- ## ่ๅ
ฅๅๆชๆญๅฝๆฐ
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+ ## ๅ่ไบๅ
ฅไธๆชๆญๅฝๆฐ
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- | ๅฝๆฐ | ๆ่ฟฐ | ็คบไพ |
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- | ----------| -------------| ---------|
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- | [ ROUND] ( round.md ) | ๅฐๆฐๅญๅ่ไบๅ
ฅๅฐๆๅฎๅฐๆฐไฝ | ` ROUND(123.456, 2) ` โ ` 123.46 ` |
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+ | Function | Description | Example |
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+ | ----------------------------------------- | ----------------------------------------------------------- | ------------------------- ---------|
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+ | [ ROUND] ( round.md ) | ๅฐๆฐๅญๅ่ไบๅ
ฅๅฐๆๅฎ็ๅฐๆฐไฝๆฐ | ` ROUND(123.456, 2) ` โ ` 123.46 ` |
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| [ FLOOR] ( floor.md ) | ่ฟๅไธๅคงไบๅๆฐ็ๆๅคงๆดๆฐ | ` FLOOR(123.456) ` โ ` 123 ` |
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| [ CEIL] ( ceil.md ) / [ CEILING] ( ceiling.md ) | ่ฟๅไธๅฐไบๅๆฐ็ๆๅฐๆดๆฐ | ` CEIL(123.456) ` โ ` 124 ` |
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- | [ TRUNCATE] ( truncate.md ) | ๅฐๆฐๅญๆชๆญ่ณๆๅฎๅฐๆฐไฝ | ` TRUNCATE(123.456, 1) ` โ ` 123.4 ` |
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+ | [ TRUNCATE] ( truncate.md ) | ๅฐๆฐๅญๆชๆญๅฐๆๅฎ็ๅฐๆฐไฝๆฐ | ` TRUNCATE(123.456, 1) ` โ ` 123.4 ` |
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+ | [ TRUNC] ( trunc.md ) | ๅฐๆฐๅญๆชๆญๅฐๆๅฎ็ๅฐๆฐไฝๆฐ | ` TRUNC(123.456, 1) ` โ ` 123.4 ` |
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- ## ๆๆฐๅๅฏนๆฐๅฝๆฐ
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+ ## ๆๆฐไธๅฏนๆฐๅฝๆฐ
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- | ๅฝๆฐ | ๆ่ฟฐ | ็คบไพ |
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+ | Function | Description | Example |
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| ----------| -------------| ---------|
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- | [ EXP] ( exp.md ) | ่ฟๅ e ็ x ๆฌกๅน | ` EXP(1) ` โ ` 2.718281828459045 ` |
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- | [ POW] ( pow.md ) / [ POWER] ( power.md ) | ่ฟๅ x ็ y ๆฌกๅน | ` POW(2, 3) ` โ ` 8 ` |
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+ | [ EXP] ( exp.md ) | ่ฟๅ e ็ x ๆฌกๆน | ` EXP(1) ` โ ` 2.718281828459045 ` |
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+ | [ POW] ( pow.md ) / [ POWER] ( power.md ) | ่ฟๅ x ็ y ๆฌกๆน | ` POW(2, 3) ` โ ` 8 ` |
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| [ SQRT] ( sqrt.md ) | ่ฟๅ x ็ๅนณๆนๆ น | ` SQRT(16) ` โ ` 4 ` |
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| [ CBRT] ( cbrt.md ) | ่ฟๅ x ็็ซๆนๆ น | ` CBRT(27) ` โ ` 3 ` |
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| [ LN] ( ln.md ) | ่ฟๅ x ็่ช็ถๅฏนๆฐ | ` LN(2.718281828459045) ` โ ` 1 ` |
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- | [ LOG10] ( log10.md ) | ่ฟๅ x ็ๅธธ็จๅฏนๆฐ๏ผไปฅ 10 ไธบๅบ๏ผ | ` LOG10(100) ` โ ` 2 ` |
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- | [ LOG2] ( log2.md ) | ่ฟๅ x ็ไบ่ฟๅถๅฏนๆฐ๏ผไปฅ 2 ไธบๅบ๏ผ | ` LOG2(8) ` โ ` 3 ` |
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- | [ LOGX] ( logx.md ) | ่ฟๅไปฅ x ไธบๅบๆถ y ็ๅฏนๆฐๅผ | ` LOGX(2, 8) ` โ ` 3 ` |
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- | [ LOGBX] ( logbx.md ) | ่ฟๅไปฅ b ไธบๅบๆถ x ็ๅฏนๆฐๅผ | ` LOGBX(8, 2) ` โ ` 3 ` |
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+ | [ LOG10] ( log10.md ) | ่ฟๅ x ็ไปฅ 10 ไธบๅบ็ๅฏนๆฐ | ` LOG10(100) ` โ ` 2 ` |
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+ | [ LOG2] ( log2.md ) | ่ฟๅ x ็ไปฅ 2 ไธบๅบ็ๅฏนๆฐ | ` LOG2(8) ` โ ` 3 ` |
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+ | [ LOGX] ( logx.md ) | ่ฟๅ y ็ไปฅ x ไธบๅบ็ๅฏนๆฐ | ` LOGX(2, 8) ` โ ` 3 ` |
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+ | [ LOGBX] ( logbx.md ) | ่ฟๅ x ็ไปฅ b ไธบๅบ็ๅฏนๆฐ | ` LOGBX(8, 2) ` โ ` 3 ` |
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## ไธ่งๅฝๆฐ
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- | ๅฝๆฐ | ๆ่ฟฐ | ็คบไพ |
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+ | Function | Description | Example |
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| ----------| -------------| ---------|
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| [ SIN] ( sin.md ) | ่ฟๅ x ็ๆญฃๅผฆๅผ | ` SIN(0) ` โ ` 0 ` |
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| [ COS] ( cos.md ) | ่ฟๅ x ็ไฝๅผฆๅผ | ` COS(0) ` โ ` 1 ` |
@@ -55,15 +56,15 @@ title: ๆฐๅผๅฝๆฐ๏ผNumeric Functions๏ผ
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| [ ATAN2] ( atan2.md ) | ่ฟๅ y/x ็ๅๆญฃๅๅผ | ` ATAN2(1, 1) ` โ ` 0.7853981633974483 ` |
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| [ DEGREES] ( degrees.md ) | ๅฐๅผงๅบฆ่ฝฌๆขไธบ่งๅบฆ | ` DEGREES(PI()) ` โ ` 180 ` |
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| [ RADIANS] ( radians.md ) | ๅฐ่งๅบฆ่ฝฌๆขไธบๅผงๅบฆ | ` RADIANS(180) ` โ ` 3.141592653589793 ` |
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- | [ PI] ( pi.md ) | ่ฟๅ ฯ ็ๆฐๅผ | ` PI() ` โ ` 3.141592653589793 ` |
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+ | [ PI] ( pi.md ) | ่ฟๅ ฯ ็ๅผ | ` PI() ` โ ` 3.141592653589793 ` |
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## ๅ
ถไปๆฐๅผๅฝๆฐ
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- | ๅฝๆฐ | ๆ่ฟฐ | ็คบไพ |
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+ | Function | Description | Example |
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| ----------| -------------| ---------|
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| [ ABS] ( abs.md ) | ่ฟๅ x ็็ปๅฏนๅผ | ` ABS(-5) ` โ ` 5 ` |
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| [ SIGN] ( sign.md ) | ่ฟๅ x ็็ฌฆๅท | ` SIGN(-5) ` โ ` -1 ` |
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| [ FACTORIAL] ( factorial.md ) | ่ฟๅ x ็้ถไน | ` FACTORIAL(5) ` โ ` 120 ` |
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- | [ RAND] ( rand.md ) | ่ฟๅ [ 0,1) ๅบ้ดๅ
็้ๆบๆฐ | ` RAND() ` โ ` 0.123... ` ๏ผ้ๆบ๏ผ |
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- | [ RANDN] ( randn.md ) | ่ฟๅๆ ๅๆญฃๆๅๅธ็้ๆบๆฐ | ` RANDN() ` โ ` -0.123... ` ๏ผ้ๆบ๏ผ |
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+ | [ RAND] ( rand.md ) | ่ฟๅ 0 ๅฐ 1 ไน้ด็้ๆบๆฐ | ` RAND() ` โ ` 0.123... ` (้ๆบ) |
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+ | [ RANDN] ( randn.md ) | ่ฟๅๆไปๆ ๅๆญฃๆๅๅธ็้ๆบๆฐ | ` RANDN() ` โ ` -0.123... ` (้ๆบ) |
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| [ CRC32] ( crc32.md ) | ่ฟๅๅญ็ฌฆไธฒ็ CRC32 ๆ ก้ชๅ | ` CRC32('Databend') ` โ ` 3899655467 ` |
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