My Omnidimensional AP Research: From a Simple Number Pattern to a General Power-Sum Formula By Kumaran Kanniappan My OMNIBAL research explores a question: If we know exactly how a sequence is generated, can we calculate its powered total without visiting every term? For arithmetic progressions, we can express that calculation through a midpoint, symmetry, and reusable moment formulas. In this article, I explain the approach from a simple example to multidimensional arrangements and higher powers, then describe how I would evaluate its practical usefulness. 1. BEGIN WITH A FAMILIAR PATTERN Consider: 3, 5, 7, 9, 11, 13, 15, 17 Each number increases by two. This is an arithmetic progression, or AP. Write it as: a_i = F + h*i, for i = 0,...,X-1 The parameters are: - F: first value. - h: common difference. - X: number of values. For this sequence: F = 3, h = 2, X = 8 Its last value is: L = F + h*(X-1) = 17 Its midpoint is: M = (F+L)/2 = 10 2. THE MIDPOINT REVEALS THE STRUCTURE Pair the valu...
In this blog post, sharing guidewire claims how many claims got created per city and per state basics
Databricks it is available here : Claim happened from most US State Insights data analytics Template V1.0 - Databricks
SQL Sample code
select
AX.CITY,
count(AX.CLAIM_NUMBER) as TOTAL_CLAIMS_PER_CITY
from
(select distinct
C.CLAIMNUMBER as CLAIM_NUMBER,
ST.NAME as STATE,
ADDR.CITY
from
guidewire_raw_db.cc_claim C
left join guidewire_raw_db.cc_contact CONT on C.INSUREDDENORMID = CONT.ID
left join guidewire_raw_db.cc_address ADDR on CONT.PRIMARYADDRESSID = ADDR.ID
left join guidewire_raw_db.cctl_state ST on ADDR.STATE = ST.ID ) AX
group by AX.CITY
order by 2 desc
From these SQL Query Resultsets Feed into Tableau Public Edition
This Tableau Public view Available here

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