英语动词ORTHOGONALIZE的变化形式
PRESENT
Present
I orthogonalize
you orthogonalize
he/she/it orthogonalizes
we orthogonalize
you orthogonalize
they orthogonalize
Present continuous
I am orthogonalizing
you are orthogonalizing
he/she/it is orthogonalizing
we are orthogonalizing
you are orthogonalizing
they are orthogonalizing
Present perfect
I have orthogonalized
you have orthogonalized
he/she/it has orthogonalized
we have orthogonalized
you have orthogonalized
they have orthogonalized
Present perfect continuous
I have been orthogonalizing
you have been orthogonalizing
he/she/it has been orthogonalizing
we have been orthogonalizing
you have been orthogonalizing
they have been orthogonalizing
PAST
Past
I orthogonalized
you orthogonalized
he/she/it orthogonalized
we orthogonalized
you orthogonalized
they orthogonalized
Past continuous
I was orthogonalizing
you were orthogonalizing
he/she/it was orthogonalizing
we were orthogonalizing
you were orthogonalizing
they were orthogonalizing
Past perfect
I had orthogonalized
you had orthogonalized
he/she/it had orthogonalized
we had orthogonalized
you had orthogonalized
they had orthogonalized
Past perfect continuous
I had been orthogonalizing
you had been orthogonalizing
he/she/it had been orthogonalizing
we had been orthogonalizing
you had been orthogonalizing
they had been orthogonalizing
FUTURE
Future
I will orthogonalize
you will orthogonalize
he/she/it will orthogonalize
we will orthogonalize
you will orthogonalize
they will orthogonalize
Future continuous
I will be orthogonalizing
you will be orthogonalizing
he/she/it will be orthogonalizing
we will be orthogonalizing
you will be orthogonalizing
they will be orthogonalizing
Future perfect
I will have orthogonalized
you will have orthogonalized
he/she/it will have orthogonalized
we will have orthogonalized
you will have orthogonalized
they will have orthogonalized
Future perfect continuous
I will have been orthogonalizing
you will have been orthogonalizing
he/she/it will have been orthogonalizing
we will have been orthogonalizing
you will have been orthogonalizing
they will have been orthogonalizing
CONDITIONAL
Conditional
I would orthogonalize
you would orthogonalize
he/she/it would orthogonalize
we would orthogonalize
you would orthogonalize
they would orthogonalize
Conditional continuous
I would be orthogonalizing
you would be orthogonalizing
he/she/it would be orthogonalizing
we would be orthogonalizing
you would be orthogonalizing
they would be orthogonalizing
Conditional perfect
I would have orthogonalize
you would have orthogonalize
he/she/it would have orthogonalize
we would have orthogonalize
you would have orthogonalize
they would have orthogonalize
Conditional perfect continuous
I would have been orthogonalizing
you would have been orthogonalizing
he/she/it would have been orthogonalizing
we would have been orthogonalizing
you would have been orthogonalizing
they would have been orthogonalizing
IMPERATIVE
Imperative
you orthogonalize
we let´s orthogonalize
you orthogonalize
NONFINITE VERB FORMS
Infinitive
to orthogonalize
Past participle
orthogonalized
Present Participle
orthogonalizing
与 «ORTHOGONALIZE»相关的英语书籍
在以下的参考文献中发现
orthogonalize的用法。与
orthogonalize相关的书籍以及同一来源的简短摘要提供其在 英语文献中的使用情境。
1
Equity Valuation and Portfolio Management
Orthogonalizing a factor for other specified factor(s) removes this relationship. We
can orthogonalize by using averages or running regressions. To orthogonalize
the factor using averages according to industries or sectors, we can proceed as ...
Frank J. Fabozzi, Harry M. Markowitz, 2011
2
Boolean Functions: Theory, Algorithms, and Applications
Ck- 1 : i/fjt := Orthogonalize^); end; end Figure 7.1. Procedure Orthogonalize.
There are many ways of implementing this algorithm, thus giving rise to different
variants of Orthogonalize, such as those proposed by Fratta and Montanari [346];
...
Yves Crama, Peter L. Hammer, 2011
3
Encyclopedia of Financial Models, 3 Volume Set
We can orthogonalize by using averages or running regressions.
Toorthogonalize thefactor usingaveragesaccording to industriesorsectors,we
canproceed as follows. First, for each industry we calculate the industry scores
where x i is afactor ...
Therefore when we need to orthogonalize and normalize vectors, we should
always orthogonalize first and normalize later. If we first normalize and then
orthogonalize, we would have to normalize them once more. From the definition
of ...
C. Y. Hsiung, G. Y. Mao, 1998
5
Mathematical Methods for Optical Physics and Engineering
Use the Gram-Schmidt process to orthogonalize the following set of vectors:
Orthogonalize the vectors both in the given order ( 1 , 2, 3, 4) and the reverse
order (4, 3, 2, 1 ) . 21 . Use the Gram-Schmidt process to orthogonalize the
following set ...
6
Scientific Computing in Electrical Engineering: Proceedings ...
One cannot orthogonalize FE basis functions to yield a diagonal stiffness matrix
without loosing compact supports of the basis functions. One can, however,
orthogonalize the shape functions partially, as to yield a diagonal system of
equations ...
Ursula van Rienen, Michael Günther, Dirk Hecht, 2001
7
Domain Decomposition Methods in Science and Engineering XIX
Remark 2 Let G1 ,G2 ,···G l be a sequence of groups associated with a k-
orthogonal sequence. If we orthogonalize vectors in each group, the newly
formed groups of vector, still denoted by G1 ,G2 ,···G l, keep the k-orthogonal
property.
Yunqing Huang, Ralf Kornhuber, Olof Widlund, 2010
8
Topics in Modal Analysis II, Volume 6: Proceedings of the ...
3.3.3. Build. up. and. Orthogonalize. the. Reduction. Subspace. After the
computation of the correction vectors, the projection subspace Tc is formed with
the selected correction vectors (c indicating that it will include the ...
R. Allemang, J. De Clerck, C. Niezrecki, 2012
9
Eigenvalue Algorithms for Symmetric Hierarchical Matrices
Thomas Mach. Algorithm 6.3: Hierarchical Subspace Preconditioned Inverse
Iteration. Input: M G RM", X0 € Rn” e. g. randomly chosen Output: X], G Rum, 11 G
RdXd, with ||MXp — Xp/Lll g e Orthogonalize X0; 11 I XOTMXO; R I: MXO —
X011; ...
10
Matrix Algorithms Volume 2: Eigensystems
Orthogonalize the columns of U 7 end while 8 Perform an SRR step 9 Test for
convergence and deflate 10. end while Algorithm 1.1: Subspace iteration <> a
danger of a nontrivial loss of orthogonality. Thus we may be able to perform
several ...
