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LinEar

LinEar即凌特公司（LinEarTechnologyCorporation）創建于1981年，總部位于美國硅谷，是一家高性能線性集成電路制造商。

線性代數的發展（LinEar Algebra）是代數學的一個分支

線性代數的發展（LinEar Algebra）是代數學的一個分支，它以研究向量空間與線性映射為對象；由于費馬和笛卡兒的工作，線性代數基本上出現于十七世紀。直到十八世紀末，線性代數的領域還只限于平面與空間。

標簽： Algebra LinEar 線性代數發展

上傳時間： 2016-01-02

上傳用戶：sardinescn
conversions between Oki ADPCM and LinEar voice files.

conversions between Oki ADPCM and LinEar voice files.

標簽： conversions between LinEar ADPCM

上傳時間： 2014-01-02

上傳用戶：hjshhyy
LPC(LinEar predictive coding)線性預測編碼及改進型voice excited LPC源代碼

LPC(LinEar predictive coding)線性預測編碼及改進型voice excited LPC源代碼

標簽： predictive LPC excited LinEar

上傳時間： 2013-12-08

上傳用戶：hoperingcong
LinEar公司的充電器IC的選型

LinEar公司的充電器IC的選型，省得有些要做充電器的的人總是追問

標簽： LinEar IC的充電器選型

上傳時間： 2016-02-12

上傳用戶：fxf126@126.com
Using Gaussian elimination to solve LinEar equations.

Using Gaussian elimination to solve LinEar equations.

標簽： elimination equations Gaussian LinEar

上傳時間： 2013-12-18

上傳用戶：shus521
Using Gaussian elimination to solve LinEar equations. // In this version, we allow matrix of any si

Using Gaussian elimination to solve LinEar equations. // In this version, we allow matrix of any size. This is done by treating // the name of a 2-dimensional array as pointer to the beginning of the // array. This makes use of the fact that arrays in C are stored in // row-major order.

標簽： elimination equations Gaussian version

上傳時間： 2016-02-14

上傳用戶：hxy200501
Analytical constant-modulus algorithm, to separate LinEar combinations of CM sourcesThe algorithm i

Analytical constant-modulus algorithm, to separate LinEar combinations of CM sourcesThe algorithm is robust in the presence of noise, and is tested on measured data, collected from an experimental set-up.

標簽： algorithm constant-modulus combinations Analytical

上傳時間： 2016-02-17

上傳用戶：ayfeixiao
The problem of ¯ nding a LinEar discriminant function will be formulated as a problem of minimi

The problem of ¯ nding a LinEar discriminant function will be formulated as a problem of minimizing a criterion function

標簽： problem discriminant formulated function

上傳時間： 2014-11-30

上傳用戶：15071087253
％ BackgroundRemoval=[true],false ％ Gain=[tsquare],LinEar ％ BandPass=[paul],fircls ％ CenterFrequen

％ BackgroundRemoval=[true],false ％ Gain=[tsquare],LinEar ％ BandPass=[paul],fircls ％ CenterFrequency, auto (determined using pburg) ％ BandWidth=auto (a fraction of the CenterFrequency default=0.25) ％ ContrastStretch=[true],false ％ HilbertAmplitude=[true],false ％ HorizontalStacking=1 (a number of traces) ％

標簽： BackgroundRemoval CenterFrequen BandPass tsquare

上傳時間： 2016-03-04

上傳用戶：yyq123456789
A new PLL topology and a new simplified LinEar model are presented. The new fractional-N synthesizer

A new PLL topology and a new simplified LinEar model are presented. The new fractional-N synthesizer presents no reference spurs and lowers the overall phase noise, thanks to the presence of a SampleJHold block. With a new simulation methodology it is possible to perform very accurate simulations, whose results match closely those obtained with the LinEar PLL model developed.

標簽： new fractional-N synthesizer simplified

上傳時間： 2016-04-14

上傳用戶：hjshhyy

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LinEar

線性代數的發展（LinEar Algebra）是代數學的一個分支

conversions between Oki ADPCM and LinEar voice files.

LPC(LinEar predictive coding)線性預測編碼及改進型voice excited LPC源代碼

LinEar公司的充電器IC的選型

Using Gaussian elimination to solve LinEar equations.

Using Gaussian elimination to solve LinEar equations. // In this version, we allow matrix of any si

Analytical constant-modulus algorithm, to separate LinEar combinations of CM sourcesThe algorithm i

The problem of ¯ nding a LinEar discriminant function will be formulated as a problem of minimi

％ BackgroundRemoval=[true],false ％ Gain=[tsquare],LinEar ％ BandPass=[paul],fircls ％ CenterFrequen

A new PLL topology and a new simplified LinEar model are presented. The new fractional-N synthesizer