by yellow knife Fri May 11, 2018 9:32 am
Ok... Ying Yang, we have discussed these issues in many threads..
1.
To have significant development (or disaster), a country needs one ruler to rule for more than 20 years in a row. Isn't it?
Yes...
This is what I wrote of long term serving which should apply not only to politics but also for Governors of Central Banks..
by
yellow knife on Fri Mar 25, 2016 11:50 am
So
Ismail Mohd Ali was leading Malaysian finance for 18 years.
![Age is just a number Z](data:image/jpeg;base64,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)
Alan Greenspan was leading US economy as FED Chairman for 19 years.
![Age is just a number 9k=](data:image/jpeg;base64,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)
Such long tenures for Central Bank Governors is recommend by Gerorge Bagehot the writer of Lombard street.
https://forum.lankaninvestor.com/t6516p100-banking-sector***********************************************************
2.
So, he had a plan; did he?
Or was it just random trial and error effort?
Well Ying-Yang, we compared South Korea and Malaysia..
Please look into these graphs and you can see how South Korea is leaping ahead leaving Malaysia
https://countryeconomy.com/countries/compare/malaysia/south-korea?sector=Annual+GDP+at+market+prices&sc=XE33#tbl
https://countryeconomy.com/countries/compare/malaysia/south-korea?sector=GDP+per+capita+%28Dollars%29&sc=XE34#tbl
A country with long term plan will often succeed that trial and errors... Malaysia of Mahathir was more of trial and error and American support, IMF, McKinsey backed etc but not South Korea.
Following illustrations are based on the same site of above info
![Age is just a number B3IWauLH8ujBAAAAAElFTkSuQmCCAA==](data:image/png;base64,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)
![Age is just a number Pm7mYS+lEjwAAAAASUVORK5CYIIA](data:image/png;base64,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)
We analyzed both South Korea and Malaysia in following threads..
https://forum.lankaninvestor.com/t6337-from-to-korea?highlight=koreahttps://forum.lankaninvestor.com/t6396-malaysia-the-failure-we-copy?highlight=Malaysia
» CCS.N0000 ( Ceylon Cold Stores)
» Sri Lanka plans to allow tourists from August, no mandatory quarantine
» When Will It Be Safe To Invest In The Stock Market Again?
» Dividend Announcements
» MAINTENANCE NOTICE / නඩත්තු දැනුම්දීම
» ඩොලර් මිලියනයක මුදල් සම්මානයක් සහ “ෆීල්ඩ්ස් පදක්කම” පිළිගැනීම ප්රතික්ෂේප කළ ගණිතඥයා
» SEYB.N0000 (Seylan Bank PLC)
» Here's what blind prophet Baba Vanga predicted for 2016 and beyond: It's not good
» The Korean Way !
» In the Meantime Within Our Shores!
» What is Known as Dementia?
» SRI LANKA TELECOM PLC (SLTL.N0000)
» THE LANKA HOSPITALS CORPORATION PLC (LHCL.N0000)
» Equinox ( වසන්ත විෂුවය ) !
» COMB.N0000 (Commercial Bank of Ceylon PLC)
» REXP.N0000 (Richard Pieris Exports PLC)
» RICH.N0000 (Richard Pieris and Company PLC)
» Do You Have Computer Vision Syndrome?
» LAXAPANA BATTERIES PLC (LITE.N0000)
» What a Bank Run ?
» 104 Technical trading experiments by HUNTER
» GLAS.N0000 (Piramal Glass Ceylon PLC)
» Cboe Volatility Index
» AHPL.N0000
» TJL.N0000 (Tee Jey Lanka PLC.)
» CTBL.N0000 ( CEYLON TEA BROKERS PLC)
» COMMERCIAL DEVELOPMENT COMPANY PLC (COMD. N.0000))
» Bitcoin and Cryptocurrency
» CSD.N0000 (Seylan Developments PLC)
» PLC.N0000 (People's Leasing and Finance PLC)
» Bakery Products ?
» NTB.N0000 (Nations Trust Bank PLC)
» Going South
» When Seagulls Follow the Trawler
» Re-activating
» අපි තමයි හොඳටම කරේ !
» මේ අර් බුධය කිසිසේත්ම මා විසින් නිර්මාණය කල එකක් නොවේ
» SAMP.N0000 (Sampath Bank PLC)
» APLA.N0000 (ACL Plastics PLC)
» AVOID FALLING INTO ALLURING WEEKEND FAMILY PACKAGES.
» Banks, Finance & Insurance Sector Chart
» VPEL.N0000 (Vallibel Power Erathna PLC)
» DEADLY COCKTAIL OF ISLAND MENTALITY AND PARANOID PERSONALITY DISORDER MIX.
» WATA - Watawala
» KFP.N0000(Keels Food Products PLC)
» Capital Trust Broker in difficulty?
» IS PIRATING INTELLECTUAL PROPERTY A BOON OR BANE?
» What Industry Would You Choose to Focus?
» Should I Stick Around, or Should I Follow Others' Lead?