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It is often the case where one must find the overall minimum or maximum element of an array, along with the location of that element. This is a flaw of both find and min (or max), that they only work in one dimension.
Most solutions will have you convert the array to a vector, then find the min/max element, and convert the linear index back to row and column subscripts. While this does work on most problems, it will fail for REALLY huge arrays where the linear index is simply too large to fit into a 32 bit integer. The acknowledged file is one such example of a solution that internally converts the matrix to a vector for processing.
MIN2 and MAX2 do not do the conversion to a single linear index, so they have no problems here.
M = magic(4)
M =
16 2 3 13
5 11 10 8
9 7 6 12
4 14 15 1
M =
16 2 3 13
5 11 10 8
9 7 6 12
4 14 15 1
[minel,IJ] = min2(M)
Maxel 10
minel =
1
1
IJ =
4 4
4 4
[maxel,IJ] = max2(M)
maxel =
16
16
IJ =
1 1
Xmind pro 3 7 7. MIN2 and MAX2 also allow the user to restrict the search space, so if you wish to find the minimum over some subset of the rows and columns, but not look in the other rows and columns, we can do that too.
1 1
Xmind pro 3 7 7. MIN2 and MAX2 also allow the user to restrict the search space, so if you wish to find the minimum over some subset of the rows and columns, but not look in the other rows and columns, we can do that too.
[minel,IJ] = min2(M,[],[1 2 3])
minel =
2
2
IJ =
1 2
1 2
[maxel,IJ] = max2(M,[2 3 4],[1 2 3])
maxel =
15
15
IJ =
4 3
4 3
When the minimal value is not unique, MIN2 and MAX2 will still find the same solution that find would have found, for consistency. MIN2 and MAX2 will also properly handle arrays that have inf or -inf elements in them, and ignore NaN elements in the search.
M2 = M + M';
M2(2,3) = inf;
M2(2,4) = nan
M2 =
32 7 12 17
7 22 Inf NaN
12 17 12 27
17 22 27 2
M2(2,3) = inf;
M2(2,4) = nan
M2 =
32 7 12 17
7 22 Inf NaN
12 17 12 27
17 22 27 2
[minel,IJ] = min2(M2,1:3,1:3)
minel =
7
IJ =
2 1
7
IJ =
2 1
[maxel,IJ] = max2(M2)
maxel =
Inf
Inf
IJ =
2 3
2 3
Transformer F30 from MAXEL is one of the smallest reels on the market. Weighing just 400 gr, the competitively priced jigging reel boasts high quality workmanship and a new feature – magnetic cast assist – to minimize unwanted ‘bird’s nests.
Despite being compact and ultra-light, it is a tough reel that has a maximum drag of 20 kg and can accommodate 30 lb / 400 m of PE braided line. It is made of 9+2RB and has a double locking system for minimum spool backlash. MAXEL unique carbon drag system delivers smooth drag performance even when it is wet. It comes at power ratio 5.3:1 (line retrieve per crank is 82 cm) and high speed ratio 6.2:1 (line retrieve per crank is 96 cm)
Despite being compact and ultra-light, it is a tough reel that has a maximum drag of 20 kg and can accommodate 30 lb / 400 m of PE braided line. It is made of 9+2RB and has a double locking system for minimum spool backlash. MAXEL unique carbon drag system delivers smooth drag performance even when it is wet. It comes at power ratio 5.3:1 (line retrieve per crank is 82 cm) and high speed ratio 6.2:1 (line retrieve per crank is 96 cm)
MAXEL has followed up the successful release of the F30 with the F40, F50, F60 and F70. They boast the same features and are designed with:
Power gear ratio of 5.0:1 (line retrieve per crank 85 cm)
Maxwell 2200
High speed ratio 5.8:1 (line retrieve per crank is 98 cm)
With a line capacity of 40 lb / 400 m and 50 lb / 400 m respectively, they have a powerful maximum drag. All the reels come with a newly designed high leverage handle and ultra-light knobs.
Maxwell 22
They are available as right or left-hand models and come in eye-catching colours. There is also a silent anti-reverse option. Innovation and design have always been at the heart of MAXEL products and that is particularly true when it comes to our Transformer new jigging reels.