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Ten Thru Seventeen Step By Step Orthographic Auxillary Projection.Jpg
Ten through Seventeen Step by Step Orthographic Auxillary Projection
This drawing is one of several in a series used to illustrate Orthographic projection. Drawn by Pat Kelso | talk.
:Originally published with author copyright reserved in ''Engineering Design Graphics Journal'', Vol.52, No.3, pp. 27 Multiview Projection Using CADKEY®: Freeze-Frame Demonstrations, by Robert P. Kelso, Sr. and Reza Ziai, Autumn 1988.
Ten Thru Seventeen Step By Step Orthographic Auxillary Projection.Jpg
From WP:IFD:
:Image:Ten thru Seventeen Step by Step Orthographic Auxillary Projection.jpg- OR --Dmcdevit 22:26, 12 Jun 2005 (UTC)
Not deleted, as it isn't an orphan. dbenbenn | talk 21:58, 22 Jun 2005 (UTC)
One Thru Nine Step By Step Orthographic Auxillary Projection.Jpg
One through Nine Step by Step Orthographic Auxillary Projection
This drawing is one of several in a series used to illustrate Orthographic projection. Drawn by Pat Kelso | talk.
:Originally published with author copyright reserved in ''Engineering Design Graphics Journal'', Vol.52, No.3, pp. 26 Multiview Projection Using CADKEY®: Freeze-Frame Demonstrations, by Robert P. Kelso, Sr. and Reza Ziai, Autumn 1988.
One Thru Nine Step By Step Orthographic Auxillary Projection2.Jpg
One through Nine Step by Step Orthographic Auxillary Projection
This drawing is one of several in a series used to illustrate Orthographic projection. Drawn by Pat Kelso | talk.
:Originally published with author copyright reserved in ''Engineering Design Graphics Journal'', Vol.52, No.3, pp. 26 Multiview Projection Using CADKEY®: Freeze-Frame Demonstrations, by Robert P. Kelso, Sr. and Reza Ziai, Autumn 1988.
Karma ARCHIVE: New Age, Western Interpretation, Step By Step, Edgar Cayce, Universal Need To Believe, Fidelity To Original Hindu Concept
Categorization 2
With due respect to Hindus and Buddhists.
Should only Christians write about Angels, Devils, Heaven, etc. ? I'm sure there are Hindus, Buddhists who have written about these.
Should only Japanese write about Zen and Karate? Many Americans have written about Zen.
Angels, Devils, Heaven, Karma, etc. are ubiquitous , well known, universal concepts known all over the world, by the average man on the street and not limited to one religion, system of thought, etc.
Orientation of the (newbie) reader and avoiding confusion
A 'daemon' is a computer server. It is also a Greek concept meaning something like guarding spirit. Many Hindu programmers know the Greek concept as well. The best people to explain Greek concepts to Hindus are other Hindus (I think) already familiar with the concepts. e.g. a Hindu interpretation of 'Daemon' (with Hindu orientation). For this same line of thinking, there is a 'Western interpretation' with western orientation. Newbies to any system of thought, might get bogged down and confused with all other details and deep Hindu concepts. Intertwining creates confusion.
Care must be given to make things easy to understand and familiarity with the orientation of the (Western, Christian, Muslim, etc. ) reader.--Jondel 03:39, 23 Jun 2004 (UTC)
Karma is becoming universally recognized
The concept of Karma is also becoming more ubiquitous even in
the Western (Christian) world. People for example attribute bad luck to 'Karma' for example. For some people (with western orientation) who can not accept suffering('ITS UNFAIR!' etc.. ) , the Karma concept offers a way of controlling destiny and becoming more responsible, I think. (It is fair. It was always fair. Your are responsible.)
BTW , I don't claim to be an authority on Western interpretation of Karma so in the same wikipedia spirit, anyone or everyone with authoritive or good sources are invited to contribute, edit and delete if need be.
Anyway,
Baby-Step Giant-Step
In group theory, the baby-step giant-step algorithm is an algorithm for computing discrete logarithms.
Theory
The algorithm is based on a space-time tradeoff. It is a fairly simple modification of trial multiplication, the naïve method of finding discrete logarithms.
The problem is to find ''x'' where
:
where α, β and ''n'' are given. The baby-step giant-step algorithm is based on rewriting ''x'' as ''x'' = ''im'' + ''j'', with ''m'' constant and 0 ≤ ''i'', ''j'' < ''m''. Therefore, we have:
:
The algorithm precomputes α''j'' for several values of ''j''. Then it fixes an ''m'' and tries values of ''i'' in the left-hand side of the congruence above, in the manner of trial multiplication. It tests to see if the congruence is satisfied for any value of ''j'', using the precomputed values of α''j''.
The algorithm
Input: A cyclic group ''G'' of order ''n'', having a generator α and an element β.
Output: A value ''x'' satisfying α''x'' ≡ β (mod ''n'').
# ''m'' ← Ceiling(√n)
# For all ''j'' where 0 ≤ ''j'' < ''m'':
## Compute α''j'' mod ''n'' and store the pair (''j'', α''j'') in a table. (See section "In practice")
# Compute α−''m''.
# γ ← β.
# For ''i'' = 0 to (''m'' − 1):
## Check to see if γ is the second component (α''j'') of any pair in the table.
## If so, return ''im'' + ''j''.
## If not, γ ← γ • α−''m'' mod ''n''.
In practice
The best way to speed up the baby-step giant-step algorithm is to use an efficient table lookup scheme. The best in this case is a hash table. The hashing is done on the second component, and to perform the check in step 1 of the main loop,
Two-Step
Two-step (Two Step) is the name of several dances, some related to each other and some not. When the context doesn't indicate a particular Two-step, the more complete name is generally used. Modern dances under this name include:
Country/Western Two-step
Nightclub Two Step (also called California Two-step)
Progressive Double Two
Other dances with this name were danced in the 19th century in the USA under the music of John Philip Sousa marches (''Washington Post Two Step''), which was kind of slowed-down, but jumpy Polka or Galop, as well as in the beginning of the 20th century in Europe and USA.
It also describes a subgenre of electronic dance music developed in the 1990s and which has become prominent in 2001.
External link
http://memory.loc.gov/ammem/dihtml/divideos.html#vc007 Video directory at the Library of Congress, Music Division
Category:Partner dance
pl:Two-step
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