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- A physical system can be described using a finite number of bits. 用有限數目的位元就可描述一個(gè)物理系統。
- Indicating or restricted to a finite number of operations involving algebra. 代數運算的在代數運算中指定或限制在一個(gè)有限數的運算之內的
- A finite number of possibilities. 有限的幾種可能性。
- A number system written to the base two notation. 一種使用以2為基數的記數法的數制。
- We say that the real number system is a continuum. 我們講，實(shí)數系是一個(gè)連續集。
- The binary number system has two as its base. 二進(jìn)制數字系統是以2為基數的。
- This type of approximation is made at a finite number of points. 這種近似法是在有限數目的節點(diǎn)處來(lái)進(jìn)行的。
- A system consists of a finite number of resources to be distributed among a number of competing processes. 一個(gè)系統有有限的資源構成,而多個(gè)進(jìn)程競爭使用資源。
- A universal theory cannot be induced from a finite number of facts. 一項宇宙的學(xué)說(shuō)不能從有限數目的事實(shí)歸納而得。
- The number that is raised to various powers to generate the principal counting units of a number system. 乘方數被提升到各種乘方上，產(chǎn)生數字系統內基本計算規則的數字
- In contrast, a closed system model assunmes that a finite number of variables impact an outcom, therefore, outcome is totally predictable. 與此對比，一個(gè)封閉系統模式假定影響結果的可變因素是有限的，因此，結果就是全部可預測的。
- The next page will describe the Base 10 number system. 下一頁(yè)將描述以10為基底的數字系統。
- By the conclusions above, we can go to another number system. 用以上的結論，我們可以學(xué)習另一個(gè)數字系統。
- Theorem 1 The sum of finite number of infinitesimal is an infinitesimal. 定理1有限個(gè)無(wú)窮小的和也是無(wú)窮小。
- You can choose your own numbering system. 您可以選擇自己的編號系統。
- The digits following the prefix must be appropriate for the number system. 跟在前綴后面的數字必須適合于數制。
- All the computers now being used are based on the binary number system. 現在所使用的一切計算機都以二進(jìn)制為基礎。
- Binary digit: The digits used in the binary number system; i.e.: a 0 or a 1. 二進(jìn)制數字:是二進(jìn)制數所用的數字;它們是“0”或“1”。
- Division of a finite number by zero produces the correctly signed infinite value. 有限數除以零將生成正確的有符號無(wú)窮大值。
- Pertaining to a numbering system with base of sixteen. 用以說(shuō)明以16為底的記數制。同sexadecimal。
