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Information
Apple ID891251131
Bundle IDde.trizconsulting.fortyip.ios
SellerSeller
Min iOS15.0
Min macOS12.0
Device familiesiphone, ipod
Released2016-12-01
Copyright© 2014-present TRIZ Consulting Group GmbH
Privacy policyLink ↗
Preview 1 platform
iPhone 5 images
What’s New Version 25.1.1
Added new groupings for principles:
- Physical Contradiction (Zlotin/Zusman)
- Frequency of Application (Petrov/Livotov)
Description
40 Inventive Principles in one app. Speed up your idea generation process using the 40 Inventive Principles from the TRIZ toolbox.
The theory of inventive problem solving, developed by Genrich Altshuller, offers a plethora of tools for generating innovative ideas to solve inventive problems. The 40 Inventive Principles are probably the best-known tool for taking the broader view when working on a task.
40IP contains the 40 Inventive Principles, explained by more than 400 illustrated examples, bundled as a compact reference for every situation. Use it to resolve technical as well as physical contradictions and take advantage of a wide variety of suggestions to increase your idea output.
Features:
- 40 Inventive Principles
- 400+ illustrated examples
- Engineering Contradiction (Altshuller Matrix, Matrix 2003)
- Physical Contradiction
Accessibility
ipadiphonemacrealityDevicetvoswatch
Version history 7 versions
Build 880654418v25.1.12025-12-16 22:52:16
Added new groupings for principles:
- Physical Contradiction (Zlotin/Zusman)
- Frequency of Application (Petrov/Livotov)
Build 878135329v25.1.02025-09-15 22:48:48
Added new groupings for principles:
- Physical Contradiction (Zlotin/Zusman)
- Frequency of Application (Petrov/Litvin)
Build 862984350v1.6.02024-01-17 21:14:51
* Improved the appearance of the app with dark appearance enabled system-wide.
Build 852028770v1.5.22022-09-06 07:32:20
* Improved the appearance of the app with dark appearance enabled system-wide.
Build 851699561v1.5.02022-08-20 11:39:30
Use the newly-added Matrix 2003 to get even more solutions for technical contradictions and browse through principles and examples easier than ever before. With our first international version of 40IP, we have put the main focus on usability. We added a comprehensive overview for creating contradictions, where you can add or remove parameters in an instant.
Preferred principles for a contradiction are now dynamically sorted to put more relevant principles higher up the list. Also, we added a numbering scheme for subprinciples to make distinct referencing possible.
Build 812905600v1.3.12016-11-30 21:42:47
This update from Apple will improve the functionality of this app. No new features are included.
Use the newly-added Matrix 2003 to get even more solutions for technical contradictions and browse through principles and examples easier than ever before. With our first international version of 40IP, we have put the main focus on usability. We added a comprehensive overview for creating contradictions, where you can add or remove parameters in an instant.
Preferred principles for a contradiction are now dynamically sorted to put more relevant principles higher up the list. Also, we added a numbering scheme for subprinciples to make distinct referencing possible.
Build 606642838v1.2.02014-06-26 02:39:08
No pricing data captured yet — comparisons appear once the app has paid storefronts or in-app purchases.
Availability 175 of 175 storefronts
| Region | Language | Price | Ratings | Avg | Version |
|---|---|---|---|---|---|
DE | de-DE | Free | 5 | 4.2 | 25.1.1 |
AT | de-DE | Free | 1 | 5.0 | 25.1.1 |
SA | en-GB | Free | 1 | 4.0 | 25.1.1 |
SE | sv | Free | 1 | 5.0 | 25.1.1 |
AE | en-GB | Free | 0 | — | 25.1.1 |
AF | en-GB | Free | 0 | — | 25.1.1 |
AG | en-GB | Free | 0 | — | 25.1.1 |
AI | en-GB | Free | 0 | — | 25.1.1 |
AL | en-GB | Free | 0 | — | 25.1.1 |
AM | en-GB | Free | 0 | — | 25.1.1 |
AO | en-GB | Free | 0 | — | 25.1.1 |
AR | es-MX | Free | 0 | — | 25.1.1 |
AU | en-AU | Free | 0 | — | 25.1.1 |
AZ | en-GB | Free | 0 | — | 25.1.1 |
BA | en-GB | Free | 0 | — | 25.1.1 |
BB | en-GB | Free | 0 | — | 25.1.1 |
BE | en-GB | Free | 0 | — | 25.1.1 |
BF | en-GB | Free | 0 | — | 25.1.1 |
BG | en-GB | Free | 0 | — | 25.1.1 |
BH | en-GB | Free | 0 | — | 25.1.1 |
BJ | en-GB | Free | 0 | — | 25.1.1 |
BM | en-GB | Free | 0 | — | 25.1.1 |
BN | en-GB | Free | 0 | — | 25.1.1 |
BO | es-MX | Free | 0 | — | 25.1.1 |
BR | pt-BR | Free | 0 | — | 25.1.1 |
BS | en-GB | Free | 0 | — | 25.1.1 |
BT | en-GB | Free | 0 | — | 25.1.1 |
BW | en-GB | Free | 0 | — | 25.1.1 |
BY | en-GB | Free | 0 | — | 25.1.1 |
BZ | en-GB | Free | 0 | — | 25.1.1 |
CA | en-CA | Free | 0 | — | 25.1.1 |
CD | en-GB | Free | 0 | — | 25.1.1 |
CG | en-GB | Free | 0 | — | 25.1.1 |
CH | de-CH | Free | 0 | — | 25.1.1 |
CI | fr-FR | Free | 0 | — | 25.1.1 |
CL | es-MX | Free | 0 | — | 25.1.1 |
CM | fr-FR | Free | 0 | — | 25.1.1 |
CN | zh-Hans-CN | Free | 0 | — | 25.1.1 |
CO | es-MX | Free | 0 | — | 25.1.1 |
CR | es-MX | Free | 0 | — | 25.1.1 |
CV | en-GB | Free | 0 | — | 25.1.1 |
CY | en-GB | Free | 0 | — | 25.1.1 |
CZ | en-GB | Free | 0 | — | 25.1.1 |
DK | en-GB | Free | 0 | — | 25.1.1 |
DM | en-GB | Free | 0 | — | 25.1.1 |
DO | es-MX | Free | 0 | — | 25.1.1 |
DZ | en-GB | Free | 0 | — | 25.1.1 |
EC | es-MX | Free | 0 | — | 25.1.1 |
EE | en-GB | Free | 0 | — | 25.1.1 |
EG | en-GB | Free | 0 | — | 25.1.1 |
ES | es-ES | Free | 0 | — | 25.1.1 |
FI | en-GB | Free | 0 | — | 25.1.1 |
FJ | en-GB | Free | 0 | — | 25.1.1 |
FM | en-GB | Free | 0 | — | 25.1.1 |
FR | fr-FR | Free | 0 | — | 25.1.1 |
GA | fr-FR | Free | 0 | — | 25.1.1 |
GB | en-GB | Free | 0 | — | 25.1.1 |
GD | en-GB | Free | 0 | — | 25.1.1 |
GE | en-GB | Free | 0 | — | 25.1.1 |
GH | en-GB | Free | 0 | — | 25.1.1 |
GM | en-GB | Free | 0 | — | 25.1.1 |
GR | en-GB | Free | 0 | — | 25.1.1 |
GT | es-MX | Free | 0 | — | 25.1.1 |
GW | en-GB | Free | 0 | — | 25.1.1 |
GY | en-GB | Free | 0 | — | 25.1.1 |
HK | zh-Hant-HK | Free | 0 | — | 25.1.1 |
HN | es-MX | Free | 0 | — | 25.1.1 |
HR | en-GB | Free | 0 | — | 25.1.1 |
HU | en-GB | Free | 0 | — | 25.1.1 |
ID | en-GB | Free | 0 | — | 25.1.1 |
IE | en-GB | Free | 0 | — | 25.1.1 |
IL | en-GB | Free | 0 | — | 25.1.1 |
IN | en-GB | Free | 0 | — | 25.1.1 |
IQ | en-GB | Free | 0 | — | 25.1.1 |
IS | en-GB | Free | 0 | — | 25.1.1 |
IT | it | Free | 0 | — | 25.1.1 |
JM | en-GB | Free | 0 | — | 25.1.1 |
JO | en-GB | Free | 0 | — | 25.1.1 |
JP | ja | Free | 0 | — | 25.1.1 |
KE | en-GB | Free | 0 | — | 25.1.1 |
KG | en-GB | Free | 0 | — | 25.1.1 |
KH | en-GB | Free | 0 | — | 25.1.1 |
KN | en-GB | Free | 0 | — | 25.1.1 |
KR | ko | Free | 0 | — | 25.1.1 |
KW | en-GB | Free | 0 | — | 25.1.1 |
KY | en-GB | Free | 0 | — | 25.1.1 |
KZ | en-GB | Free | 0 | — | 25.1.1 |
LA | en-GB | Free | 0 | — | 25.1.1 |
LB | en-GB | Free | 0 | — | 25.1.1 |
LC | en-GB | Free | 0 | — | 25.1.1 |
LK | en-GB | Free | 0 | — | 25.1.1 |
LR | en-GB | Free | 0 | — | 25.1.1 |
LT | en-GB | Free | 0 | — | 25.1.1 |
LU | en-GB | Free | 0 | — | 25.1.1 |
LV | en-GB | Free | 0 | — | 25.1.1 |
LY | en-GB | Free | 0 | — | 25.1.1 |
MA | en-GB | Free | 0 | — | 25.1.1 |
MD | en-GB | Free | 0 | — | 25.1.1 |
ME | en-GB | Free | 0 | — | 25.1.1 |
MG | en-GB | Free | 0 | — | 25.1.1 |
MK | en-GB | Free | 0 | — | 25.1.1 |
ML | en-GB | Free | 0 | — | 25.1.1 |
MM | en-GB | Free | 0 | — | 25.1.1 |
MN | en-GB | Free | 0 | — | 25.1.1 |
MO | zh-Hant-HK | Free | 0 | — | 25.1.1 |
MR | en-GB | Free | 0 | — | 25.1.1 |
MS | en-GB | Free | 0 | — | 25.1.1 |
MT | en-GB | Free | 0 | — | 25.1.1 |
MU | en-GB | Free | 0 | — | 25.1.1 |
MV | en-GB | Free | 0 | — | 25.1.1 |
MW | en-GB | Free | 0 | — | 25.1.1 |
MX | es-MX | Free | 0 | — | 25.1.1 |
MY | en-GB | Free | 0 | — | 25.1.1 |
MZ | en-GB | Free | 0 | — | 25.1.1 |
NA | en-GB | Free | 0 | — | 25.1.1 |
NE | en-GB | Free | 0 | — | 25.1.1 |
NG | en-GB | Free | 0 | — | 25.1.1 |
NI | es-MX | Free | 0 | — | 25.1.1 |
NL | nl | Free | 0 | — | 25.1.1 |
NO | en-GB | Free | 0 | — | 25.1.1 |
NP | en-GB | Free | 0 | — | 25.1.1 |
NR | en-GB | Free | 0 | — | 25.1.1 |
NZ | en-AU | Free | 0 | — | 25.1.1 |
OM | en-GB | Free | 0 | — | 25.1.1 |
PA | es-MX | Free | 0 | — | 25.1.1 |
PE | es-MX | Free | 0 | — | 25.1.1 |
PG | en-GB | Free | 0 | — | 25.1.1 |
PH | en-GB | Free | 0 | — | 25.1.1 |
PK | en-GB | Free | 0 | — | 25.1.1 |
PL | en-GB | Free | 0 | — | 25.1.1 |
PT | pt-PT | Free | 0 | — | 25.1.1 |
PW | en-GB | Free | 0 | — | 25.1.1 |
PY | es-MX | Free | 0 | — | 25.1.1 |
QA | en-GB | Free | 0 | — | 25.1.1 |
RO | en-GB | Free | 0 | — | 25.1.1 |
RS | en-GB | Free | 0 | — | 25.1.1 |
RU | ru | Free | 0 | — | 25.1.1 |
RW | en-GB | Free | 0 | — | 25.1.1 |
SB | en-GB | Free | 0 | — | 25.1.1 |
SC | en-GB | Free | 0 | — | 25.1.1 |
SG | en-GB | Free | 0 | — | 25.1.1 |
SI | en-GB | Free | 0 | — | 25.1.1 |
SK | en-GB | Free | 0 | — | 25.1.1 |
SL | en-GB | Free | 0 | — | 25.1.1 |
SN | en-GB | Free | 0 | — | 25.1.1 |
SR | en-GB | Free | 0 | — | 25.1.1 |
ST | en-GB | Free | 0 | — | 25.1.1 |
SV | es-MX | Free | 0 | — | 25.1.1 |
SZ | en-GB | Free | 0 | — | 25.1.1 |
TC | en-GB | Free | 0 | — | 25.1.1 |
TD | en-GB | Free | 0 | — | 25.1.1 |
TH | en-GB | Free | 0 | — | 25.1.1 |
TJ | en-GB | Free | 0 | — | 25.1.1 |
TM | en-GB | Free | 0 | — | 25.1.1 |
TN | en-GB | Free | 0 | — | 25.1.1 |
TO | en-GB | Free | 0 | — | 25.1.1 |
TR | en-GB | Free | 0 | — | 25.1.1 |
TT | en-GB | Free | 0 | — | 25.1.1 |
TW | zh-Hant-TW | Free | 0 | — | 25.1.1 |
TZ | en-GB | Free | 0 | — | 25.1.1 |
UA | en-GB | Free | 0 | — | 25.1.1 |
UG | en-GB | Free | 0 | — | 25.1.1 |
US | en-US | Free | 0 | — | 25.1.1 |
UY | en-GB | Free | 0 | — | 25.1.1 |
UZ | en-GB | Free | 0 | — | 25.1.1 |
VC | en-GB | Free | 0 | — | 25.1.1 |
VE | es-MX | Free | 0 | — | 25.1.1 |
VG | en-GB | Free | 0 | — | 25.1.1 |
VN | en-GB | Free | 0 | — | 25.1.1 |
VU | en-GB | Free | 0 | — | 25.1.1 |
XK | en-GB | Free | 0 | — | 25.1.1 |
YE | en-GB | Free | 0 | — | 25.1.1 |
ZA | en-GB | Free | 0 | — | 25.1.1 |
ZM | en-GB | Free | 0 | — | 25.1.1 |
ZW | en-GB | Free | 0 | — | 25.1.1 |
Change log 10 changes · US
✎
releaseNotes updated
Added new groupings for principles:
- Physical Contradiction (Zlotin/Zusman)
- Frequency of Application (Petrov/Livotov)
✎
description updated
40 Inventive Principles in one app. Speed up your idea generation process using the 40 Inventive Principles from the TRIZ toolbox.
The theory of inventive prob
✎
name updated
40IP
◆
Version 25.1.1 released
Added new groupings for principles:
- Physical Contradiction (Zlotin/Zusman)
- Frequency of Application (Petrov/Livotov)
◆
Version 25.1.0 released
Added new groupings for principles:
- Physical Contradiction (Zlotin/Zusman)
- Frequency of Application (Petrov/Litvin)
◆
Version 1.6.0 released
* Improved the appearance of the app with dark appearance enabled system-wide.
◆
Version 1.5.2 released
* Improved the appearance of the app with dark appearance enabled system-wide.
◆
Version 1.5.0 released
Use the newly-added Matrix 2003 to get even more solutions for technical contradictions and browse through principles and examples easier than ever before. With our first international version of 40IP, we have put the main focus on usabilit
◆
Version 1.3.1 released
This update from Apple will improve the functionality of this app. No new features are included.
Use the newly-added Matrix 2003 to get even more solutions for technical contradictions and browse through principles and examples easier than
◆
Version 1.2.0 released
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