Afrikaans
Akan
Albanian
Amharic
Arabic
Armenian
Azerbaijani
Basque
Belarusian
Bemba
Bengali
Bihari
Bosnian
Breton
Bulgarian
Cambodian
Catalan
Cebuano
Cherokee
Chichewa
Chinese (Simplified)
Chinese (Traditional)
Corsican
Croatian
Czech
Danish
Dutch
English
Esperanto
Estonian
Ewe
Faroese
Filipino
Finnish
French
Frisian
Ga
Galician
Georgian
German
Greek
Guarani
Gujarati
Haitian Creole
Hausa
Hawaiian
Hebrew
Hindi
Hmong
Hungarian
Icelandic
Igbo
Indonesian
Interlingua
Irish
Italian
Japanese
Javanese
Kannada
Kazakh
Kinyarwanda
Kirundi
Kongo
Korean
Krio (Sierra Leone)
Kurdish
Kurdish (Soranรฎ)
Kyrgyz
Laothian
Latin
Latvian
Lingala
Lithuanian
Lozi
Luganda
Luo
Luxembourgish
Macedonian
Malagasy
Malay
Malayalam
Maltese
Maori
Marathi
Mauritian Creole
Moldavian
Mongolian
Myanmar (Burmese)
Montenegrin
Nepali
Nigerian Pidgin
Northern Sotho
Norwegian
Norwegian (Nynorsk)
Occitan
Oriya
Oromo
Pashto
Polish
Portuguese (Brazil)
Portuguese (Portugal)
Punjabi
Quechua
Romanian
Romansh
Runyakitara
Russian
Samoan
Scots Gaelic
Serbian
Serbo-Croatian
Sesotho
Setswana
Seychellois Creole
Shona
Sindhi
Sinhalese
Slovak
Slovenian
Somali
Spanish
Spanish (Latin American)
Sundanese
Swahili
Swedish
Tajik
Tamil
Tatar
Telugu
Thai
Tigrinya
Tonga
Tshiluba
Tumbuka
Turkish
Turkmen
Twi
Uighur
Ukrainian
Urdu
Uzbek
Vietnamese
Welsh
Wolof
Xhosa
Yiddish
Yoruba
Zulu
Instructor: We will start with one of the
simplest transformations.
Often we are not interested
in an absolute value, but a relative value.
That's usually the case when working with stock prices.
If you open Google and type Apple stock price,
what you'll get is Apple stock price,
but with red or green numbers,
the relative change in Apple stock price.
This is an example of pre-processing that is so common
we don't consider it as such.
Relative metrics are especially useful
when we have a time series data, like stock prices,
Forex exchange rates, and so on.
Still in the world of finance,
we can further transform these relative changes
into logarithms.
Many statistical and mathematical methods
take advantage of logarithms
as they facilitate faster computation.
In machine learning,
log transformations are not as common
but can increase the speed of learning.
Okay, great.
So this is one type of pre-processing we wanted to give
as an example.
Let's continue to our next lesson,
where we will deal with pre-processing transformations
that are more typical for the world of machine learning.
Stick around, and thanks for watching.
Can't find what you're looking for?
Get subtitles in any language from opensubtitles.com, and translate them here.