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orthogonality    
正交性; 直交性; 正交; 相互垂直

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  • language agnostic - What is Orthogonality? - Stack Overflow
    Orthogonality is the property that means "Changing A does not change B" An example of an orthogonal system would be a radio, where changing the station does not change the volume and vice-versa A non-orthogonal system would be like a helicopter where changing the speed can change the direction In programming languages this means that when you execute an instruction, nothing but that
  • linear algebra - What does orthogonality mean in function space . . .
    "Orthogonality" is a measure of how much two vectors have in common In an orthogonal basis, the vectors have nothing in common If this is the case, I can get a given vector's components in this basis easily because the inner product with one basis vector makes all other basis vectors in the linear combination go to zero
  • What really is orthogonality? - Mathematics Stack Exchange
    So orthogonality seems a ''coordinate dependent'' concept The question is: is my reasoning correct? And, if yes, what make the usual standard basis so special that we chose such basis for the usual definition of orthogonality? I add something to better illustrate my question
  • Orthogonality of Instruction Set Architecture - Stack Overflow
    Modern CPUs often simulate orthogonality in a preprocessing step before performing the actual tasks in a RISC-like core That sounds like they're talking about decoding to uops, but I don't see how that would gain orthogonality Unless they're counting the concept of any instruction allowing a memory source operand as being more orthogonal Normally you wouldn't, being a load store architecture
  • linear algebra - What is the difference between orthogonal and . . .
    You can think of orthogonality as vectors being perpendicular in a general vector space And for orthonormality what we ask is that the vectors should be of length one So vectors being orthogonal puts a restriction on the angle between the vectors whereas vectors being orthonormal puts restriction on both the angle between them as well as the length of those vectors These properties are
  • theory - Is Java orthogonal? - Stack Overflow
    Orthogonality is feature of your design independent of the language Sure some language make it easier for you to have an orthogonal design for your system but you shouldn't focus on a specific language to keep your system's design as orthogonal as possible
  • calculus - Orthogonality of sine and cosine integrals. - Mathematics . . .
    Orthogonality of sine and cosine integrals Ask Question Asked 12 years, 2 months ago Modified 6 years, 8 months ago
  • Does Orthogonality imply linear independence always? if not a counter . . .
    It is not always the case that linear independence mean orthogonality, but orthogonality implies linear independence in real and complex vector space Is there a vector space over some field where orthogonality does not imply linear independence?





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