New Discoveries in Mathematics in support of Universal Mathematics having 141 digits

Presently, 0 at the right side denotes tenfold value. But in the New Discovery, strictly one zero just at the left side of each digit denotes the digital value and then the still further left-side zero or zeros denote the Digital power values till Omega, the infinite Digital power value.

I. IMPORTANCE OF 'THE LEFT-SIDE o'

{"code_caption":[],"code_content":[{"type":"text","content":"1 to 9 = 9 as 9 numbers\nbut 0 to 9 = 10 as 10 numbers."}],"code_language":"txt"}

0 to 9 =10, because there is an Additional 1 value arisen from the Simple fractions of 1 between 0 and the beginning of 1, that is from 0 till the marking of 1 while from the marking of 1 to 9 itself there are 9 numbers. So without controversy,

If 0 to 9 = 10 as 10 numbers, surely 0 to 99 = 100 as 100 numbers. This is through the left-side Additional 1 value while there is 0 at the very left side

So 99% value shows the reality of cent percent. So $\frac{33}{99}$ is $\frac{1}{3}\mathrm{\%}$; $\frac{66}{99}$ is $\frac{2}{3}\mathrm{\%}$; $\frac{99}{99}$ is $\frac{3}{3}\mathrm{\%}$

The above-seen fact is very important for taking the Digital values and the measuring of its Digital power values.

II. IMPORTANCE OF 'THE ONCE AGAIN O' ON A CIRCLE

For our learning, 0 hour to the 9th hour = 9 hours as 9 gap values between 0 to 9, while the first 1 hour gap value is between 0 o'clock and 1 o'clock

But, when we take 1 o'clock as the

1st hour, then to 9th hour = 8 hours as 8 gap values between 1 to 9

Again 0 hour to the next 0 hour = 12 hours as 12 gap values between two zeros on the clock Because of two zero values in the same 0 for a circle, it is $\frac{0}{0}$

Here, if circle starts from the 0 point, further the circle ends in the same 0 point in ${360}^{\circ }$.

It is obviously clarified that $\frac{0}{0}$ shows the completion of the circle in ${360}^{\circ }$. While on a circle 0 is the starting point, 'the once again 0' is the ending point of the circle in the same 0 itself.

Importance of 'the once again 0' on a circle in the setting of the universe

So it is sure that $\frac{0}{0}$ alone is not the Infinity, but $\frac{0}{0}$ is the final point of the Infinity. The Infinity has a few more values, all of which are prior to the $\frac{0}{0}$ value, whereas $\frac{0}{0}$ being the final point of the Infinity is also the starting point of the reality of the universe with the Metaphysical universe which is then the real $\frac{0}{0}$, because the universe started from when the Infinity was made vanished. So the reality of the universe was manifested from the Metaphysical universe to the Physical universe of Time and Space, and then to the Matter universe.

III. 'THE LEFT-SIDE 0' IS POINTING TO THE DIGITAL VALUES

01 — Strictly 1 digital value in the Simple fractions of 1 is at the left side of the marking of 1 itself. That is between 0 till the beginning of 1, which is the Simple fractions of 1 starting from 0 and ending at the marking of 1, that shows it ends at the beginning of 1. Here only uncountingly remain the Mixed fractions of 1 at the right side of the marking of 1. So from the beginning of 1 till the fullness of 1, there lie the Mixed fractions of 1 as the Other 1 value.

02 — Strictly 2 digital values proved through 10 as 0 to 9¹

03 — Strictly 3 digital values proved through 100 as 0 to 99

04 — Strictly 4 digital values proved through 1000 as 0 to 999

05 — Strictly 5 digital values proved through 10,000 as 0 to 9,999

06 — Strictly 6 digital values proved through 1 lakh as 0 to 99,999

07 — Strictly 7 digital values proved through 10 lakhs as 0 to 9,99,999

08 — Strictly 8 digital values proved through 1 crore as 0 to 99,99,999

09 — Strictly 9 digital values proved through 10 crores as 0 to 9,99,99,999 But 0,01 denotes 10 digits proved through 100 crores as 0 to 99,99,99,999

But at present instead of 03 there is ${10}^2$

At present instead of 04 there is ${10}^3$

At present instead of 05 there is ${10}^4$

At present instead of 06 there is ${10}^5$

At present instead of 07 there is ${10}^6$

At present instead of 08 there is ${10}^7$

At present instead of 09 there is ${10}^8$

At present instead of 0,01 there is ${10}^9$

IV. DIGITAL POWER VALUE IS THE GREATER VALUE

Through the Digital power value it is easy to get very great value of multiple digits or manifold digits.

Firstly let us evaluate the present power value, For example: ${10}^9$ power value presently gives the value of 10 nine times.

That shows 10 is multiplied nine times.

It again shows that apart from the Basic 10, eight more ${10}^{\mathrm{s}}$ are in multiplication.

Here is seen 1 with 9 zeros which are 10 digits totally.

Instead of putting 9 zeros at the right side, when such a power value is transformed into the Digital power value, it is to be written as

Here instead of putting 9 zeros at the right side of 1 as $1+9$ digits or 10 digits totally, one O at the left side of 01 is enough to show the Digital power value, where the 01 represents the strict 1 digital value and the further added one more O at the left side of 01 represents the 9 more zeros at the right side as 9 more digits at the right side. The above-seen 9 zeros at the right side as the 9 digits represent the one more O still at the left side of 01 which is the strict 1 digital value. This strict 1 digital value is surely and strictly kept away from $1\frac{1}{4}$, $1\frac{1}{2}$, $1\frac{3}{4}$ etc. which are the Mixed fractions of 1 representing only the Other 1 value.

If it is so,

01 = strict 1 value as strict 1 digital value

02 = strict 10 values as strict 2 digital values

03 = strict 100 values as strict 3 digital values

04 = strict 1000 values as strict 4 digital values

05 = strict 10,000 values as strict 5 digital values

06 = strict 1 lakh values as strict 6 digital values

07 = strict 10 lakh values as strict 7 digital values

08 = strict 1 crore values as strict 8 digital values

09 = strict 10 crore values as strict 9 digital values

Here all the digital values are with only one zero at the left side.

But 0,01 = strict 100 crore values as strict 10 Digital power values. This digital power value is because of the adding of an extra zero at the left side. So the still added zero or zeros at the left side of 01, 02, 03, 04, 05, 06, 07, 08, 09 being the digital values further bring the digital power values only with the additionally put zero or zeros at the left side of them.

Again 0,06 = crore × crore as 1 Alpha Again 0,07 = 10 Alphas Again 0,08 = 100 Alphas Again 0,09 = 1000 Alphas As the continuity of values 00,01 = 10,000 Alphas as crore × crore × 10,000, ie.,1 with 18 zeros as 19 digits.

Multiple Digital power values till 141 digits according to the increasing of left-side 0, as:

01 = strict 1 value as 1 digital value

V. FOR EACH INCREASE OF ONE ZERO AT THE LEFT SIDE OF

0,01 = 100 crores as 10 digits 00,01 = 10,000 crore × crore or 10,000 Alphas as 19 digits 000,01 = 10 lakh × crore × crore × crore or 10,00000 Bephas as 28 digits. 0000,01 = 10 crore Betas (as 1 with 36 zeros) as 37 digits. (4 zeros at the left side of 01) 00000,01 = 1000 Gammas (as 1 with 45 zeros) as 46 digits. (5 zeros at the left side of 01) 000000,01 = 1 lakh crore Gammas (as 1 with 54 zeros) as 55 digits. (6 zeros at the left side of 01) 0000000,01 = 1 crore Deltas (as 1 with 63 zeros) as 64 digits.(7 zeros at the left side of 01) 00000000,01 = 100 Epzelons (as 1 with 72 zeros) as 73 digits. (8 zeros at the left side of 01) 00000000,01 = 10,000 crore Epzelons (as 1 with 81 zeros) as 82 digits. (9 zeros at the left side of 01) 00000000,01 = 10 lakh Heths (as 1 with 90 zeros) as 91 digits. (10 zeros at the left side of 01) 00000000,01 = 10 Kophs (as 1 with 99 zeros) as 100 digits. (11 zeros at the left side of 01) 00000000,01 = 1000 crore Kophs (as 1 with 108 zeros) as 109 digits. (12 zeros at the left side of 01) 00000000,01 = 1 lakh Vaws (as 1 with 117 zeros) as 118 digits. (13 zeros at the left side of 01) 00000000,01 = 1 crore × crore × Vaw = Alpha × Vaw = 1 Zain (14 zeros at the left side of 01) (as 1 with 126 zeros) as 127 digits When 15 zeros are at the left side of the following digital values, there arise different

digital power values [Here only one digit increases at the right side] as:

1. 0.01 = 100 crore Zains(as 1 with 135 zeros)as 136 digits.

2. 0.02 = 1000 crore Zains(as 1 with 136 zeros)as 137 digits.

3. 0.03 = 10,000 crore Zains(as 1 with 137 zeros)as 138 digits.

4. 0.04 = 1 lakh crore Zains(as 1 with 138 zeros)as 139 digits.

5. 0.05 = 10 lakh crore Zains(as 1 with 139 zeros)as 140 digits.

6) 0.06 = 1 crore × crore Zains = Alpha × Zain = Omega

{"code_caption":[],"code_content":[{"type":"text","content":"Nevertheless, Omega + Omega = Omega\nOmega × Omega = Omega and Omega Omega = Omega"}],"code_language":"txt"}

It is similar to $0+0=0$

{"code_caption":[],"code_content":[{"type":"text","content":"But 0 - 0 is irrational. Nevertheless, -0 - 0 = -1 in the anticlockwise direction"}],"code_language":"txt"} But Omega - Omega = 0,

because '0' is the starting point and the beginning for all.

VI. THE CORRELATION BETWEEN ALPHA AND OMEGA

If Alpha is the basic beginning value for the multicrore calculation, Omega is the ending value in the multicrore calculation.

As Alpha is the first letter (beginning letter) of Greek language,

Omega is the last letter (ending letter) of Greek language.

So Alpha is the beginning and Omega is the ending.

If Alpha is crore × crore as 1 with 14 zeros,

Omega is Alpha ${}^{10}$ as 1 with 140 zeros

Again, for Alpha totally there are 15 digits.

For Omega the same number of 15 zeros is used at the left side.

Again, if for the denoting of Alpha there is 06 at the extreme right side, the same 06 is at the extreme right side of Omega too.

If Alpha is written as 06 with still one more zero at the left side of 06, Omega is written as 06 with 15 more zeros at the left side of 06.

Again it is clarified that:

The digital value 06 represents at the very right side of both Alpha and Omega as the digital value after comma, while one zero still at the left side of 06 shows the Alpha as the digital power value, and 15 zeros still at the left side of 06 show the Omega as the infinite digital power value, though 06 digital value alone has the only value of 1 lakh.

When 0,01 being the starting of digital power value is 100 crores;

Alpha, the basic beginning value of the multicrore calculation itself is 1 lakh fold of that 100 crores.

[The digital values such as 01, 02, 03, 04, 05, 06, 07, 08, 09 are to be put after comma at the very right side of every digital power value, while that Digital power value is always with still putting zero/zeros at the left side.]

This newly discovered Mathematics is applicable for all the further generations of this Millennium who will have to calculate many multicrores.

VII. TILL 141 DIGITS' EASY METHOD OF CALCULATION

[By the use of a few left-side zeros, the Digital power values make us to have an easy method of multiclore calculation with the equivalent value up to 140 right-side zeros]

1. The Digital power value starts from 0.01 = 100 crores as 1 with 9 zeros as 10 digits.

2. The basic beginning value taken for the multicrore calculation is crore $\times$ crore as 1 Alpha i.e., 1 with 14 zeros as 15 digits.

4. The end of everything is in Omega, that is 1 with 140 zeros as 141 digits.

VIII. THE NINE DIGITAL VALUES THROUGH PUTTING STRICTLY ONE 'o'

AT THE LEFT SIDE OF EACH DIGIT

05 = strictly 5 Digital values proved through 10,000 as 0 to 9,999

07 = strictly 7 Digital values proved through 10 lakhs as 0 to 9,99,999

THE DIGITAL POWER VALUES THROUGH PUTTING ADDITIONAL ZEROS AT THE LEFT SIDEOF THE ABOVE-SEEN 01, 02, 03 ETC., AND SUCH EACH 0 REPRESENTS 9 DIGITS AT THE RIGHT SIDE

The first row with the addition of one left-side zero {"code_caption":[],"code_content":[{"type":"text","content":"0,01 = 100 crores that is 1 with 9 zeros at the right side as 10 digits\n0,02 = 1000 crores that is 1 with 10 zeros at the right side as 11 digits\n0,03 = 10000 crores that is 1 with 11 zeros at the right side as 12 digits\n0,04 = 1 lakh crores that is 1 with 12 zeros at the right side as 13 digits\n0,05 = 10 lakh crores that is 1 with 13 zeros at the right side as 14 digits\n0,06 = crore × crore = 1 Alpha (1 with 14 zeros) as 15 digits\n0,07 = 10 Alphas (1 with 15 zeros) as 16 digits\n0,08 = 100 Alphas (1 with 16 zeros) as 17 digits\n0,09 = 1000 Alphas (1 with 17 zeros) as 18 digits"}],"code_language":"txt"}

The second row with the addition of two left-side zeros {"code_caption":[],"code_content":[{"type":"text","content":"00,01 = 10,000 Alphas (1 with 18 zeros) as 19 digits\n00,02 = 1 lakh Alphas (1 with 19 zeros) as 20 digits\n00,03 = 10 lakh Alphas(1 with 20 zeros) as 21 digits\n00,04 = 1 crore Alphas = 1 Bepha (1 with 21 zeros) as 22 digits\n00,05 = 10 crore Alphas = 10 Bephas\n00,06 = 100 crore Alphas = 100 Bephas\n00,07 = 1000 crore Alphas = 1000 Bephas\n00,08 = 10,000 crore Alphas = 10,000 Bephas\n00,09 = 1 lakh crore Alphas = 1 lakh Bephas"}],"code_language":"txt"}

{"code_caption":[],"code_content":[{"type":"text","content":"The third row with the addition of three left-side zeros\n\n000,01 = 10 lakh crore Alphas = 10 lakh Bephas (1 with 27 zeros)\n000,02 = Alpha × Alpha = 1 Beta (1 with 28 zeros) or 1 crore Bephas as 29 digits\n000,03 = 10 Betas\n000,04 = 100 Betas\n000,05 = 1000 Betas\n000,06 = 10,000 Betas\n000,07 = 1 lakh Betas\n000,08 = 10 lakh Betas\n000,09 = 1 crore Betas\n\nThe fourth row with the addition of four left-side zeros\n\n0000,01 = 10 crore Betas (1 with 36 zeros) as 37 digits\n0000,02 = 100 crore Betas\n0000,03 = 1000 crore Betas\n0000,04 = 10,000 crore Betas\n0000,05 = 1 lakh crore Betas\n0000,06 = 10 lakh crore Betas (1 with 41 zeros)\n0000,07 = 1 crore × crore × Beta = Alpha × Beta = 1 Gamma (1 with 42 zeros) as 43 digits\n0000,08 = 10 Gammas\n0000,09 = 100 Gammas\n\nThe fifth row with the addition of five left-side zeros\n\n00000,01 = 1000 Gammas (1 with 45 zeros) as 46 digits\n00000,02 = 10,000 Gammas\n00000,03 = 1 lakh Gammas\n00000,04 = 10 lakh Gammas\n00000,05 = 1 crore Gammas\n00000,06 = 10 crore Gammas\n00000,07 = 100 crore Gammas\n00000,08 = 1000 crore Gammas\n00000,09 = 10,000 crore Gammas\n\nThe sixth row with the addition of six left-side zeros\n\n00000,01 = 1 lakh crore Gammas (1 with 54 zeros) as 55 digits\n00000,02 = 10 lakh crore Gammas (1 with 55 zeros)\n33333333333333333333333333333333333333333333333333333333333333333333333333333"}],"code_language":"txt"} {"code_caption":[],"code_content":[{"type":"text","content":"The seventh row with the addition of seven left-side zeros\n\n0000000,01 = 1 crore Deltas (1 with 63 zeros) as 64 digits\n0000000,02 = 10 crore Deltas\n0000000,03 = 100 crore Deltas\n0000000,04 = 1000 crore Deltas\n0000000,05 = 10,000 crore Deltas\n0000000,06 = 1 lakh crore Deltas\n0000000,07 = 10 lakh crore Deltas (1 with 69 zeros)\n0000000,08 = 1 crore × crore × Delta = Alpha × Delta = 1 Epzelon (1 with 70 zeros) as 71 digits\n0000000,09 = 10 Epzelons\n\nThe eighth row with the addition of eight left-side zeros\n\n0000000,01 = 100 Epzelons (1 with 72 zeros) as 73 digits\n0000000,02 = 1000 Epzelons\n0000000,03 = 10,000 Epzelons\n0000000,04 = 1 lakh Epzelons\n0000000,05 = 10 lakh Epzelons\n0000000,06 = 1 crore Epzelons (1 with 77 zeros)\n0000000,07 = 10 crore Epzelons\n0000000,08 = 100 crore Epzelons\n0000000,09 = 1000 crore Epzelons\n\nThe ninth row with the addition of nine left-side zeros\n\n0000000,01 = 10, 000 crore Epzelons (1 with 81 zeros) as 82 digits\n0000000,02 = 1 lakh crore Epzelons\n0000000,03 = 10 lakh crore Epzelons (1 with 83 zeros)\n0000000,04 = 1 crore × crore × Epzelon = Alpha × Epzelon = 1 Heth (1 with 84 zeros) as 85 digits\n0000000,05 = 10 Heths\n0000000,06 = 1Heths\nOOOOOOOO,OTO OOOOOO,OTO OOOOOO,OTO OOOOOO,OTO OOOOOO,OTO OOOOOO,OTO OOOOOO,OTO OOOOOO,OTO OOOOOO,OTO OOOOOO,OTO OOOOOO,OTO OOOOOO,OTO OOOOOO,OTO OOOOOO,OTO OOOOOO,OTO OOOO\nThe tenth row with the addition of 1D left-side zeros\n\nOOOOOOOO,OTI OOOH Heths (1 with 9D zeros) as 9D digits\nOOOOOOOO,O2 = 1 crore Heths (1 with 9D zeros)\nOOOOOOOO,O3 = 1CRORE HETHS\nOOOOOOOO,O4 = 1HOCRORE HETHS\nOOOOOOOO,O5 = 1HOCRORE HETHS\nOOOOOOOO,O6 = 1HOCRORE HETHS\nOOOOOOOO,O7 = 1HOCRORE HETHS\nOOOOOOOO,O8 = 1HOCRORE HETHS\nOOOOOOOO,O9 = 1HOCRORE HETHS\nThe eleventh row with the addition of 1D left-side zeros\n\nOOOOOOOO,O1 = 1OKOPHS (1 with 9D zeros) as 1D digits\nOOOOOOOO,O2 = 1OKOPHS"}],"code_language":"txt"}

{"code_caption":[],"code_content":[{"type":"text","content":"000000000000,03 = 1000 Kophs\n000000000000,04 = 10,000 Kophs\n00000000000,05 = 1 lakh Kophs\n00000000000,06 = 10 lakh Kophs\n00000000000,07 = 1 crore Kophs (1 with 105 zeros)\n00000000000,08 = 10 crore Kophs\n00000000000,09 = 100 crore Kophs\n\nThe twelfth row with the addition of 12 left-side zeros\n00000000000,01 = 1000 crore Kophs (1 with 108 zeros) as 109 digits\n0000000000,02 = 10,000 crore Kophs\n000000000,03 = 1 lakh crore Kophs\n00000000, 04 = 1 kakh crore Kophs\nOOOOOOOOOOO, 5 = 1 crore × crore × Koph = Alpha × Koph = 1 Vaw\n(1 with 112 zeros) as 113 digits\nOOOOOOOOO, 6 = 1 Vaws\nOOOOOOOOO, 7 = 1 Oo Vaws\nOOOOOOOOO, 8 = 1 Ooo Vaws\nOOOOOOOOO, 9 = 1 Ooo Vaws\n\nThe thirteenth row with the addition of 13 left-side zeros\nOOOOOOOOO, 1 = 1 lakh Vaws (1 with 117 zeros) as 118 digits\nOOOOOOOOO, 2 = 1 kakh Vaws\nOOOOOOOOO, 3 = 1 crore Vaws (1 with 119 zeros)\nOOOOOOOOO, 4 = 1 crore Vaws\nOOOOOOOOO, 5 = 1 Oo Crore Vaws\nOOOOOOOOO, 6 = 1 Ooo Crore Vaws\nOOOOOOOOO, 7 = 1 Ooo Crore Vaws\nOOOOOOOO, 8 = 1 lakh Crore Vaws\nOOOOOOOO, 9 = 1 kabh Crore Vaws (1 with 125 zeros)\n\nThe fourteenth row with the addition of 14 left-side zeros\nOOOOOOOOO, 1 = 1 crore × crore × Vaw = Alpha × Vaw = 1 Zain\n(1 with 126 zeros) as 127 digits\nOOOOOOOO, 2 = 1 Zains\nOOOOOOOO, 3 = 1 Oo Zains\nOOOOOOOO, 4 = 1 Ooo Zains\nOOOOOOOO, 5 = 1 Ooo Zains\nOOOOOOOO, 6 = 1 lakh Zains\nOOOOOOOO, 7 = 1 lakh Zains\nOOOOOOOO, 8 = 1 crore Zains (1 with 133 zeros)\nOOOOOOOO, 9 = 1 crore Zains\n\nThe fifteenth row with the addition of 15 left-side zeros\nOOOOOOOO, 1 = 1 Oo crore Zains (1 with 135 zeros) as 136 digits\nOOOOOOOO, 2 = 1 Ooo crore Zains\nOOOOOOOO, 3 = 1 Ooo crore Zains"}],"code_language":"txt"} {"algorithm_caption":[],"algorithm_content":[{"type":"text","content":"0000000000000000,04 = 1 lakh crore Zains\n0000000000000000,05 = 10 lakh crore Zains (1 with 139 zeros)\n0000000000000000,06 = 1 crore × crore × Zain = Alpha × Zain = 1 Omega (1 with 140 zeros) as 141 digits\n\nNevertheless Omega + Omega = Omega\nOmega × Omega = Omega and\nOmega "},{"type":"equation_inline","content":"^{Omega}"},{"type":"text","content":" = Omega\n\nIt is similar to 0 + 0 = 0\n0 × 0 = 0 and\n0 "},{"type":"equation_inline","content":"^{0}"},{"type":"text","content":" = 0\n\nBut 0 - 0 is irrational.\nNevertheless, -0 - 0 = -1\nin the anticlockwise direction\n\nBut Omega - Omega = 0,\nbecause '0' is the starting point and the beginning for all."}]}

09-02-2019

The Man of the East

Years ago, this easy method of calculation of multicrores using left-side zeros was presented in the Calcutta Mathematical Society, India by the same Author while Prof. Dr. M. R. Adhikary was the Secretary there.

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