JPH0619703B2 - Divider - Google Patents

Divider

Info

Publication number
JPH0619703B2
JPH0619703B2 JP61192894A JP19289486A JPH0619703B2 JP H0619703 B2 JPH0619703 B2 JP H0619703B2 JP 61192894 A JP61192894 A JP 61192894A JP 19289486 A JP19289486 A JP 19289486A JP H0619703 B2 JPH0619703 B2 JP H0619703B2
Authority
JP
Japan
Prior art keywords
division
quotient
divider
divisor
dividend
Prior art date
Legal status (The legal status is an assumption and is not a legal conclusion. Google has not performed a legal analysis and makes no representation as to the accuracy of the status listed.)
Expired - Fee Related
Application number
JP61192894A
Other languages
Japanese (ja)
Other versions
JPS6349931A (en
Inventor
成美 森
Current Assignee (The listed assignees may be inaccurate. Google has not performed a legal analysis and makes no representation or warranty as to the accuracy of the list.)
NEC Corp
Original Assignee
Nippon Electric Co Ltd
Priority date (The priority date is an assumption and is not a legal conclusion. Google has not performed a legal analysis and makes no representation as to the accuracy of the date listed.)
Filing date
Publication date
Application filed by Nippon Electric Co Ltd filed Critical Nippon Electric Co Ltd
Priority to JP61192894A priority Critical patent/JPH0619703B2/en
Publication of JPS6349931A publication Critical patent/JPS6349931A/en
Publication of JPH0619703B2 publication Critical patent/JPH0619703B2/en
Anticipated expiration legal-status Critical
Expired - Fee Related legal-status Critical Current

Links

Description

【発明の詳細な説明】 〔産業上の利用分野〕 本発明は高速除算装置に関する。TECHNICAL FIELD The present invention relates to a high speed division device.

〔従来の技術〕[Conventional technology]

従来,除算処理を行うための除算器としては,被除数ま
たは部分被除数から除数を減算し,減算結果が正の場
合,その桁の商を“1”とし,部分剰余を桁移動し部分
被除数とし,また減算結果が負の場合,その桁の商を
“0”とし,除数を再び加算し元に戻す操作をすること
を繰返して商を求める最も基本的な回復型除算器が知ら
れている。この除算器では,nビットの除算ではn回の
減算と商が“0”となるビット数の加算が行われる。
Conventionally, as a divider for performing division processing, a divisor is subtracted from a dividend or a partial dividend, and if the subtraction result is positive, the quotient of that digit is set to "1", the partial remainder is moved to a partial dividend, and Also, when the subtraction result is negative, the most basic recovery type divider is known in which the quotient of the digit is set to "0", the divisor is added again, and the operation of returning the original is repeated to obtain the quotient. In this divider, in n-bit division, n times of subtraction and addition of the number of bits whose quotient is "0" are performed.

また,回復型除算器を高速化したものとして,部分剰余
の符号を調べて,正ならば商を“1”とし,次の桁の演
算は除数の減算を行い,また負ならば商を“0”とし,
次の桁の演算は除数を加算することによって,回復化の
ための加算を省略した非回復型除算器が知られている。
In addition, as a speed-up of the recovery type divider, the sign of the partial remainder is checked, and if it is positive, the quotient is set to "1". For the calculation of the next digit, the divisor is subtracted. 0 ",
There is known a non-recovery type divider that omits addition for recovery by adding a divisor for the operation of the next digit.

一方,前述した加減算とシフトを繰返す除算器とは異な
って,除算を分数と考え,分母の除数が“1”に近づく
ような数列を選んで,同様に分子の被除数にも乗算を繰
返すことによって分子を商に近づけることによって,除
算を行う乗算収束型除算器も知られている。
On the other hand, unlike the above-mentioned divider that repeats addition and subtraction and shift, by considering division as a fraction, selecting a sequence in which the divisor of the denominator approaches "1", and repeating multiplication in the numerator dividend as well. There is also known a multiplication / convergence type divider that performs division by bringing the numerator closer to the quotient.

〔発明が解決しようとする問題点〕[Problems to be solved by the invention]

上述した従来の除算器のうち,加減算とシフトを繰返す
回復型除算器と非回復型除算器の場合には,被乗数の最
終桁までに割り切れない時,少なくとも被乗数のビット
長と同じ数の加減算を必要とするため,回路構成は他の
除算器と比べて簡単であるが,処理時間が多くかかると
いう欠点がある。一方,乗算を繰り返すことによって商
を求める乗算収束型除算器は,専用の乗算器を使用すれ
ば数回の乗算で商を求めることができるため,高速・大
容量の乗算器を使うほど処理時間は短くなる。しかし,
この除算器の場合,商は近似によって求めるため,被除
数,除数の値とは関係なく処理時間が決まるため,回復
型除算器や非回復型除算器では他の除算と比べて処理時
間が短い簡単に割り切れる除算も,その他の除算と同じ
ような処理時間がかかるという欠点がある。
Among the conventional dividers described above, in the case of recovery-type dividers that repeat addition and subtraction and shift and non-recovery-type dividers, when the last digit of the multiplicand is not divisible, at least the same number of additions and subtractions as the bit length of the multiplicand Since it is necessary, the circuit configuration is simpler than other dividers, but it has the drawback of requiring a long processing time. On the other hand, a multiplication-convergence divider that finds a quotient by repeating multiplication can find the quotient by several multiplications if a dedicated multiplier is used. Becomes shorter. However,
In the case of this divider, since the quotient is obtained by approximation, the processing time is determined regardless of the values of the dividend and divisor, so the recovery-type and non-recovery-type dividers have a shorter processing time than other divisions. The division that is divisible by has the disadvantage that it takes the same processing time as other divisions.

〔問題を解決するための手段〕[Means for solving problems]

本発明の除算装置は,被除数または部分被除数から除数
を減算することと,減算結果が負になると再び除数を加
算して元に戻すことと,減算結果が正になると得られた
部分剰余の桁移動を行い部分被除数とすることとを繰返
し行い,その桁の商は減算ができたか否かによって定ま
り,筆算の方法と原理が同じである除算を行う回復型除
算器と;除算を分数と考え,分母の除数が“1”に近づ
く数列を選び,除数と被除数に対して乗算を繰返すこと
により,商を求める除算を行う乗算収束型除算器と;前
記回復型除算器の部分剰余の有無を監視し,除算途中で
前記回復型除算器の部分剰余が無くなった場合には,前
記乗算収束型除算器の除算処理を停止し,前記回復型除
算器の商を除算の商とし,また前記乗算収束型除算器が
そのまま除算を終了した場合には,前記回復型除算器の
除算処理を停止し,前記乗算収束型除算器の商を除算の
商とする手段とを有する。
The division apparatus of the present invention subtracts a divisor from a dividend or a partial dividend, adds a divisor again when the subtraction result becomes negative, and returns it to the original value. When the subtraction result becomes positive, the digit of the partial remainder obtained is obtained. It is repeated by moving and setting it as a partial dividend, and the quotient of that digit is determined by whether or not subtraction was successful. A recovery type divider that performs division with the same principle as the method of writing; consider division as a fraction. , A multiplication-convergence type divider that performs division to obtain a quotient by selecting a sequence in which the denominator divisor approaches “1” and repeating multiplication with respect to the divisor and dividend; When the partial remainder of the recovery-type divider is monitored during the division, the division processing of the multiplication-convergence-type divider is stopped, the quotient of the recovery-type divider is used as the division quotient, and the multiplication is performed. The convergent divider ends the division as it is. When the division processing of the recovery-type divider is stopped, and a means for the quotient of dividing the quotient of the multiplication convergent divider.

〔実施例〕〔Example〕

次に,本発明について図面を参照して説明する。 Next, the present invention will be described with reference to the drawings.

第1図において,一点鎖線で囲まれている図面符号1は
回復型除算器であり,2は乗算収束型除算器である。
In FIG. 1, reference numeral 1 surrounded by a one-dot chain line is a recovery type divider, and 2 is a multiplication convergence type divider.

回復型除算器1内部の図面符号10は被除数Mあるいは部
分被除数を保持する被除数レジスタ,11は除数Nを保持
する除数レジスタ,12は被除数レジスタ10の出力100か
ら除数レジスタ11の出力101を減算する減算器,13は減
算器12の出力102を保持する剰余レジスタ,14は減算器
の出力102の桁移動を行う桁移動回路,15は剰余レジス
タ13の出力103と除数レジスタ11の出力101を加算する加
算器,105は加算器15の出力信号,16は減算器12の減算
結果の極性から商を作り保持する商レジスタ,17は剰余
レジスタ13の出力103がオールゼロであるか否かを検出
するオールゼロ検出回路,107はオールゼロ検出回路17
の出力信号である。
Reference numeral 10 inside the recovery type divider 1 is a dividend register holding a dividend M or a partial dividend, 11 is a divisor register holding a divisor N, and 12 is an output 100 of the dividend register 10 and an output 101 of the divisor register 11 is subtracted. A subtracter, 13 is a remainder register that holds the output 102 of the subtractor 12, 14 is a digit shift circuit that shifts the digits of the output 102 of the subtractor, and 15 is the output 103 of the remainder register 13 and the output 101 of the divisor register 11. An adder 105, an output signal of the adder 15, a quotient register 16 for making and holding a quotient from the polarity of the subtraction result of the subtractor 12, and a reference numeral 17 for detecting whether or not the output 103 of the remainder register 13 is all zero. All zero detection circuit, 107 is all zero detection circuit 17
Is the output signal of.

一方,乗算収束型除算器2内部の図面符号20は被除数M
あるいは商の近似値を保持する被除数レジスタ,21は除
数Nあるいは“1”の近似値を保持する除数レジスタ,
22は被除数Mを商にまた除数を“1”に近似するための
乗数を保持する乗数レジスタ,23は被除数レジスタ20の
出力200と除数レジスタ21の出力201とのいずれかと乗数
レジスタ22の出力202との乗算を行う乗算器,24は除数
レジスタ21の出力201あるいは除数レジスタ21の出力201
と乗数レジスタ22の出力202との乗算結果の出力信号203
とから乗数を作成する乗数作成回路,204は乗数作成回
路24の出力である。
On the other hand, the reference numeral 20 in the multiplication / convergence type divider 2 indicates the dividend M
Alternatively, the dividend register that holds the approximate value of the quotient, 21 is the divisor register that holds the approximate value of the divisor N or "1",
22 is a multiplier register that holds a multiplier for approximating the dividend M and the divisor to "1", and 23 is either output 200 of the dividend register 20 or output 201 of the divisor register 21 and output 202 of the multiplier register 22. A multiplier for multiplying with, 24 is the output 201 of the divisor register 21 or the output 201 of the divisor register 21
And output signal 203 of the multiplication result of the output 202 of the multiplier register 22
A multiplier creating circuit for creating a multiplier from and, 204 is an output of the multiplier creating circuit 24.

また図面符号30は除算の各種制御を行う除算制御回路,
Sは上位装置からの除算開始指示,Eは上位装置への除
算終了報告,40は商の出力回路,Qは出力回路40から出
力される商である。
Further, reference numeral 30 is a division control circuit for performing various control of division,
S is a division start instruction from the host device, E is a division end report to the host device, 40 is an output circuit of the quotient, and Q is a quotient output from the output circuit 40.

上位装置から除算開始指示Sが被除数Mと除数Nを伴っ
て送られて来ると,指示を受けた除算制御回路30は回復
型除算器1内部の被除数レジスタ10及び除数レジスタ11
と,乗算収束型除算器2内部の被除数レジスタ20及び除
数レジスタ21とに,それぞれ被除数M及び除数Nを保持
するように制御後,それぞれの除算器の動作を開始す
る。
When the division start instruction S is sent from the host device together with the dividend M and the divisor N, the division control circuit 30 which has received the instruction causes the dividend register 10 and the divisor register 11 inside the recovery type divider 1.
Then, the dividend register 20 and the divisor register 21 inside the multiplication / convergence type divider 2 are controlled to hold the dividend M and the divisor N respectively, and then the operation of each divider is started.

回復型除算器1内部では,最初に被除数レジスタ10に保
持されている被除数Mと除数レジスタ11に保持されてい
る除数Nの大きさを減算器12で計算し,その極性信号10
8によって減算結果の正負を確認する。減算結果が正の
時は,被除数Mから除数Nが減算できたことになるの
で,商レジスタ16の最上位を“1”にするとともに,減
算器12の出力102上の部分剰余を桁移動回路14で1桁左
シフトした後,新しい部分剰余として被除数レジスタ10
に格納する。また減算結果が負の時は,除数Nが被除数
Mより大きく減算できないことになるので,商レジスタ
16の最上位を“0”にするとともに,減算器12の出力10
2を保持する剰余レジスタ13に除数レジスタ11の出力101
を加算器15で加算し,元の被除数Mに戻すと共に桁移動
回路14で左シフトし得られた被除数Mの2倍の部分被除
数を被除数レジスタ10に格納する。なお,商レジスタ16
は除数処理開始時にゼロクリアされている。
In the recovery type divider 1, the magnitude of the dividend M held in the dividend register 10 and the divisor N held in the divisor register 11 is first calculated by the subtractor 12 and the polarity signal 10
Confirm the sign of the subtraction result with 8. When the result of the subtraction is positive, it means that the divisor N has been subtracted from the dividend M. Therefore, the uppermost digit of the quotient register 16 is set to "1" and the partial remainder on the output 102 of the subtractor 12 is moved to the digit shift circuit. After shifting 1 digit to the left by 14, the dividend register 10 is added as a new partial remainder.
To store. If the subtraction result is negative, the divisor N cannot be subtracted larger than the dividend M, so the quotient register
The top of 16 is set to "0" and the output of subtractor 12 is 10
Output 101 of divisor register 11 to remainder register 13 holding 2
Is added by an adder 15 to return it to the original dividend M, and the digit shift circuit 14 shifts it to the left to store a partial dividend twice the dividend M obtained in the dividend register 10. Note that the quotient register 16
Is cleared to zero at the start of divisor processing.

次に,新しく被除数レジスタ10に保持された部分被除数
に対して除数の減算を減算器13で行い,同様にして新し
い部分剰余の極性から商レジスタ16に格納する次の桁の
商が得られる。
Next, the subtractor 13 subtracts the partial dividend newly held in the dividend register 10 by the subtractor 13, and in the same manner, the quotient of the next digit to be stored in the quotient register 16 is obtained from the polarity of the new partial remainder.

この操作を除算制御回路30からの終了指示が来るまで繰
り返す。なお,剰余レジスタ13の出力103はオールゼロ
検出回路17で常時チェックされており,剰余レジスタ13
にオールゼロが格納される時,つまり被除数Mが除数N
で割り切れた時には,オールゼロ検出回路17からのオー
ルゼロ検出信号17を受けた除算制御回路30は,商レジス
タ16の出力106を商Qとして出力回路40から制御信号300
を使って出力させ,除算終了報告Eを上位装置に伝え
る。そして,回復型除算器1及び乗算収束型除算器2の
動作を停止する。
This operation is repeated until an end instruction is received from the division control circuit 30. The output 103 of the remainder register 13 is constantly checked by the all-zero detection circuit 17, and the remainder register 13
When all zeros are stored in, that is, the dividend M is the divisor N
When the division control circuit 30 receives the all-zero detection signal 17 from the all-zero detection circuit 17, the division control circuit 30 receives the output 106 of the quotient register 16 as the quotient Q and outputs the control signal 300 from the output circuit 40.
To output the division end report E to the host device. Then, the operations of the recovery type divider 1 and the multiplication convergence type divider 2 are stopped.

一方,乗算収束型除算器2内部では,最初に除数レジス
タ21に保持されている除数Nから除数Nを“1”に近似
するための乗数を乗数作成回路24で作成後,乗数レジス
タ22に格納する。
On the other hand, inside the multiplication / convergence type divider 2, first, a multiplier for approximating the divisor N to “1” from the divisor N held in the divisor register 21 is created by the multiplier creating circuit 24 and then stored in the multiplier register 22. To do.

そして,被除数レジスタ20に保持されている被除数Mと
乗数レジスタ22に保持されている近似化乗数とを乗算器
23で乗算後,商に近似された被除数は被除数レジスタ20
に格納される。
Then, the multiplier M held in the dividend register 20 and the approximation multiplier held in the multiplier register 22 are multiplied by each other.
After multiplication by 23, the dividend approximated to the quotient is the dividend register 20
Stored in.

次に,除数レジスタ21に保持されている除数Nと乗数レ
ジスタ22に保持されている第1の近似化乗数とを乗算器
23で乗算して得た第1の近似除数を乗数作成回路24に入
力し,ここで第2の近似化乗数を作成し乗数レジスタ22
に格納する。この時,乗算器23の出力203上の第1の近
似除数は除数レジスタ21に格納される。
Next, the multiplier N held in the divisor register 21 and the first approximation multiplier held in the multiplier register 22 are multiplied by each other.
The first approximation divisor obtained by multiplying by 23 is input to the multiplier creating circuit 24, where the second approximation multiplier is created and the multiplier register 22
To store. At this time, the first approximate divisor on the output 203 of the multiplier 23 is stored in the divisor register 21.

この操作を除算制御回路30からの終了指示が来るまで繰
り返す。除算制御回路30は除数レジスタ21の出力201を
監視し,この出力201が“1”になった時点で除算処理
を中止し,この時被除数レジスタ20に保持されている商
の近似値を商Qとして出力回路40から制御信号300を使
って出力させ,除算終了報告Eを上位装置に伝える。そ
して,回復型除算器1及び乗算収束型除算器2の動作を
停止する。
This operation is repeated until an end instruction is received from the division control circuit 30. The division control circuit 30 monitors the output 201 of the divisor register 21, stops the division process when the output 201 becomes "1", and at this time, outputs the approximate value of the quotient held in the dividend register 20 as the quotient Q. Then, the output circuit 40 outputs it by using the control signal 300, and the division end report E is transmitted to the host device. Then, the operations of the recovery type divider 1 and the multiplication convergence type divider 2 are stopped.

一般に,回復型除算器は,nビットの除算に対してn回
の減算と商が“0”となるビット数の加算を行うが,除
算の途中で割り切れた場合にはその段階の部分商が正式
な商となる。
In general, a recovery-type divider performs n times of subtraction on an n-bit division and adds the number of bits for which the quotient is “0”. However, if the division is completed during the division, the partial quotient at that stage is Become a formal quotient.

また,乗算収束型除算器の場合には除数が“1”になっ
た段階で被除数を商に近似したものが商となるため,処
理時間は回復型除算器に比べて速いが,被除数の値は処
理時間の長短には影響を及ぼさない。また,除数の近似
にかかる処理時間もほとんどが同じなので,乗算収束型
除算器を使用した場合,処理時間はデータに依存しな
い。そのため,簡単に割り切れる除算は回復型除算器の
方が処理時間が短いため,通常の除算の場合は乗算収束
型除算器によって商が計算されるが,簡単に割り切れる
除算の場合は回復型除算器を使用することにより,商を
早く計算することができる。
In addition, in the case of a multiplication-convergence type divider, the quotient is a quotient of the dividend when the divisor becomes “1”, so the processing time is faster than that of the recovery-type divider, but the value of the dividend is Does not affect the processing time. Further, since the processing time required for the approximation of the divisor is almost the same, the processing time does not depend on the data when the multiplication / convergence type divider is used. For this reason, since the processing time is shorter in the recovery-type divider for easily divisible division, the quotient is calculated by the multiplication-convergence-type divider in the case of normal division, but in the case of easily divisible division, the recovery-type divider is used. The quotient can be calculated quickly by using.

〔発明の効果〕〔The invention's effect〕

以上説明したように本発明は,回復型除算器と乗算収束
型除算器とを同時に動かし,乗算収束型除算器で通常の
除算を担当し,回復型除算器では短時間で割り切れる除
算を担当することにより,それぞれの除算器の特長を生
かすことができ,それぞれの除算データに合った最適な
除算器を採用でき,除算処理時間の短縮化が図れるとい
う効果がある。
As described above, according to the present invention, the recovery-type divider and the multiplication-convergence-type divider are simultaneously operated, the multiplication-convergence-type divider is responsible for normal division, and the restoration-type divider is responsible for division that can be divided in a short time. As a result, the advantages of each divider can be utilized, the optimum divider that suits each division data can be adopted, and the division processing time can be shortened.

【図面の簡単な説明】[Brief description of drawings]

第1図は本発明の一実施例による除算装置の構成を示す
ブロック図である。 1……回復型除算器,2……乗算収束型除算器,10,20
……被除数レジスタ,11,21……除数レジスタ,12……
減算器,13……剰余レジスタ,14……桁移動回路,15…
…加算器,16……商レジスタ,17……オールゼロ検出回
路,22……乗数レジスタ,23……乗算器,24……乗数作
成回路,30……除算制御回路,40……出力回路。
FIG. 1 is a block diagram showing the configuration of a divider according to an embodiment of the present invention. 1 ... Recovery type divider, 2 ... Multiplying convergence type divider, 10,20
…… Dividend register, 11,21 …… Divisor register, 12 ……
Subtractor, 13 ... Remainder register, 14 ... Digit shift circuit, 15 ...
… Adder, 16 …… quote register, 17 …… all-zero detection circuit, 22 …… multiplier register, 23 …… multiplier, 24 …… multiplier creation circuit, 30 …… division control circuit, 40 …… output circuit.

Claims (1)

【特許請求の範囲】[Claims] 【請求項1】被除数及び除数から商を求める除算装置に
おいて,被除数または部分被除数から除数を減算するこ
とと,減算結果が負になると再び除数を加算して元に戻
すことと,減算結果が正になると得られた部分剰余の桁
移動を行い部分被除数とすることとを繰返し行い,その
桁の商は減算ができたか否かによって定まり,筆算の方
法と原理が同じである除算を行う回復型除算器と;除算
を分数と考え,分母の除数が“1”に近づく数列を選
び,除数と被除数に対して乗算を繰返すことにより,商
を求める除算を行う乗算収束型除算器と;前記回復型除
算器の部分剰余の有無を監視し,除算途中で前記回復型
除算器の部分剰余が無くなった場合には,前記乗算収束
型除算器の除算処理を停止し,前記回復型除算器の商を
除算の商とし,また前記乗算収束型除算器がそのまま除
算を終了した場合には,前記回復型除算器の除算処理を
停止し,前記乗算収束型除算器の商を除算の商とする手
段とを有する除算装置。
1. A division device for obtaining a quotient from a dividend and a divisor, subtracting a divisor from a dividend or partial dividend, adding a divisor again when the subtraction result becomes negative, and returning the subtraction result to a positive result. Then, the obtained partial remainder is moved to the next digit and the partial dividend is repeated, and the quotient of the digit is determined by whether or not the subtraction was successful. The recovery method is the same as the method of writing. A divider and a multiplication-convergence-type divider that considers division as a fraction, selects a sequence in which the denominator divisor approaches "1", and repeats multiplication on the divisor and dividend to perform division to obtain a quotient; The presence / absence of a partial remainder of the type divider is monitored, and when the partial remainder of the recovery type divider is exhausted during the division, the division processing of the multiplication / convergence type divider is stopped and the quotient of the restoration type divider is stopped. Is the quotient of division, and Serial When the multiplication convergent divider is directly terminates the division, the recovery-type divider of division processing is stopped, the divider device having a means for the quotient of dividing the quotient of the multiplication convergent divider.
JP61192894A 1986-08-20 1986-08-20 Divider Expired - Fee Related JPH0619703B2 (en)

Priority Applications (1)

Application Number Priority Date Filing Date Title
JP61192894A JPH0619703B2 (en) 1986-08-20 1986-08-20 Divider

Applications Claiming Priority (1)

Application Number Priority Date Filing Date Title
JP61192894A JPH0619703B2 (en) 1986-08-20 1986-08-20 Divider

Publications (2)

Publication Number Publication Date
JPS6349931A JPS6349931A (en) 1988-03-02
JPH0619703B2 true JPH0619703B2 (en) 1994-03-16

Family

ID=16298745

Family Applications (1)

Application Number Title Priority Date Filing Date
JP61192894A Expired - Fee Related JPH0619703B2 (en) 1986-08-20 1986-08-20 Divider

Country Status (1)

Country Link
JP (1) JPH0619703B2 (en)

Families Citing this family (1)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
JPH02194430A (en) * 1989-01-24 1990-08-01 Oki Electric Ind Co Ltd Divider

Also Published As

Publication number Publication date
JPS6349931A (en) 1988-03-02

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