It has been shown in 'Marshmallow test'
[
ref. wiki:https://en.wikipedia.org/wiki/Stanford_marshmallow_experiment]
that children who have self-restraint will get more reward in future than the others who do not show such restraint.
Similarly in case of investments those who wait, will have more yield of return if they take less return in initial
years with a novel method called inflapro with positive inflation protection over years.
There are two methods known to investment community
- Diminishing Balance Method:
whose yield is say 5.25%
- Equal instalment Method: whose yield is say 6.75%
- Now the author is giving a third method of new innovation, rather an
mathematical invention called INFLAPRO whose yield is say 10.75%
It can be easily undestood from the result of a sample case.
Consider investment of Rs. 1,00,000 with interest rate of 10% per annum,
mode of compounding yearly, for a term of 20 years and inflation protection of 10%:
- Dim.Bal.method: The first year the return is Rs. 15000.
Return decreases year after year and by 20th year the return is Rs. 5500.
This gives a yield of 5.25%
- Eq.Instl..method: The first year the return is Rs. 11746.
Return is uniform year after year and by 20th year the return is
Rs. 11746. This gives a yield of 6.75%
- Inflapro.method: The first year the return is Rs. 5500.
Return increases @10% year after year and by 20th year the return is Rs. 33638. This gives a yield of 10.75%
Versatility: Inflapro caters to all the three above methods by giving either -ve or zero or +ve
inflation protection. The -ve inflation is nothing but deflation.
- Dim.Bal.Method equivalence: Inflapro calculations with negative value say -10% makes the method sound
like diminishing balance method. The small difference is when you plot the graph of return, the erstwhile dim. bal. method
gives drooping straight line whereas the inflapro method gives drooping exponential curve.
- Equal instalment method via inflapro: In Inflapro calculation if one provides 0% inflation protection, one
gets exactly identical return to Equal instalment method. (popularly known as EMI when compounding is monthly).
- Inflapro: When we give positive values of inflation protection, we get normal inflapro method.
Inflapro has not yet taken commercial route. The first company to adopt it will get free guidance from the Author including the
software developing help for no royalty/benefit
Applications: Inflapro method can be applied to any of the following conventional methods.
- Loan
- Annuity/Farm land acquisition compensation if paid as annuity
- Annuity with simple interest increase
- Fixed Deposit
- Recurring Deposit / Insurance endowment plan
- Mutual Fund/ Preference Shares
- Any other application wherein conventional fixed return (either by instalment amount or by interest parameters)
- The author has devised a return on calculation of deferred payment of Insurance Commission with retirement benefit.
Equvality: We know already from our experience that diminishing balance and
equal instalment method are equivalent, when we say the interest rate is applied
uniformly on the run balance and not on face value.
The same is true for Inflapro method also. It applies uniform interest rate on run balance and not on face value.
The equality can be proved by tables using modern MS Excel / other spreadsheets.
The author has provided such audit tables in matter of clicks in web pages. All methods are equal but give different yields.
Benefits of various methods: Also refer to the presentation on INFLAPRO BASICS (presentation item No. 1)
given later in this article.
-
The yield is less in the diminishing balance method
that means the hash total of return is less. There is no inflation protection.
This means that the purchasing capacity of return diminishes rapidly and the
purchasing capacity of the return in later years is too little.
- The yield is better in the Equal instalment method than that in the erstwhile diminishing balance method that means the
hash total of return is better. There is no inflation protection. This means that the
purchasing capacity of return diminishes year by year and the purchasing capacity of the
return in later years is little given the current inflation rate.
- The yield is better in the Inflapro method than that of both the methods mentioned above.
That means the hash total of return is better. There is inflation protection. The level of inflation protection
is the customer's choice. This means that the purchasing capacity
of return never diminishes over the years and the purchasing capacity
of the return in later years is the same or even betten given the current inflation rate.
The benefit of inflapro is further explained in this weblink: https://bnvenkat.com/session/pagebenefit.php
Correlation of 'Marshmallow test':
The the 'Stanford_marshmallow_experiment' was done on children whose parents were not known to this test earlier. But now when it is known
the parents would teach the child and motivate the skill of self-control atleast during the test and would be rewarded much better
candy of their choice at home if not taken the mallow.
Inflapro can be correlated to the test mentioned at the beginning as follows:
A shopkeeper tells a child:
To pay for 6 chocolates now:
- Get 5 chocolates now and get 2 chocolate as a reward next month. The total being 7 chocolates.
- (or)Get 4 chocolates now and get 4 chocolates as a reward next month. The total being 8 chocolates.
- (or)Get 3 chocolates now and get 6 chocolates as a reward next month. The total being 9 chocolates.
The shopkeeper calculates in a fashion that for each chocolate saved now is equivalent to 2 chocolates in future. That is the shopkeeper has a
scientific method
It is the child, who has to decide which option depending on need.
Likewise Inflapro works out in a scientific way in
Financial matters.
How much interest portion he has to take and how much interest clubbed to balance he has
to allow to grow in the same fund for later day inflation protection
is a customer choice and accordingly the scheme is worked out in a scientific manner.
Dear Investors/Entrepreneurs,
A start up company can isssue preference shares at say 10% dividend for considerably long period say 20 years, and by inflapro
method, in lieu of 10% uniform rate, it can give the dividend year by year like 3.67%, 4.03%, 4.44%, 4.88%, 5.37%, ... etc
and by 20th year @ 22.42% all assured in lieu of the fixed return.
After 20 years the convertibliliy in Inflapro would be 1000 pref share :: 2242 equity shares and it is
against 1000::1000 in conventional scheme.
A start up Finance Company can make use of inflapro in any of applications mentioned above.
Of course, there is another option called growth or cumulative option which entails a lockin period with no
return during the term, in which there is no difference in conventional or inflapro.
Reply to a friend's feedback is also given below san the feedback video,
so that one can have good view and understanding of inflapro.
Here are some google presentation links for inflation protected return on investment.
The 'INFLAPRO' divised by the the author is calculation of interest and return w.r.t applications of PENSION/ LOAN/ Fixed Deposit(FD)/ Recurring Deposit(RD).
Farm land compensation is outcome of pension scheme and inusurance is outcome of RD.
- A paradigm shift in interest allocation, early diminishing method to contemporary EMI to the author's proposed dynamic allocation of interest rates is the crux of this innovation.
- This dynamic allocation of interest rates protects the customer from inflation, is at the same time beneficial to the banking industry.
- Due to this dual benefit the Inflapro method is also good for the economy in the long run especially when the people in general are unable to bear the high rate of interest in the current covid hit economic crisis in the current decade.
The benefits of inflapro is explained in this weblink: https://bnvenkat.com/session/pagebenefit.php
THERE ARE 10 ITEMS IN THIS WEBPAGE/PDF with item 9 as revision of item 7, the items are listed in descending order, so the item 1, THE INFLAPRO BASICS IS AT BOTTOM OF THE LIST.
The comprehensive illustrations of various schemes with custom menu is available in website www.bnvenkat.com
and also in website www.bnv.bvraghav.com
A number of free sample calculations are available in these sites, but require brief demonstration and log in registration for viewing successful custom menu operations.
To download/view project report click
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